{
 "cells": [
  {
   "cell_type": "code",
   "id": "initial_id",
   "metadata": {
    "collapsed": true,
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:21.434098Z",
     "start_time": "2024-09-24T06:31:21.413267Z"
    }
   },
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "# 显示中文及负号\n",
    "plt.rcParams['font.sans-serif'] = ['SimHei']\n",
    "plt.rcParams['axes.unicode_minus'] =False"
   ],
   "outputs": [],
   "execution_count": 24
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:24.058890Z",
     "start_time": "2024-09-24T06:31:21.649713Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# 读取训练数据\n",
    "train_data = pd.read_excel('../data/Q4_train.xlsx')"
   ],
   "id": "f868eca5e179a742",
   "outputs": [],
   "execution_count": 25
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:24.074308Z",
     "start_time": "2024-09-24T06:31:24.063308Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# def data_scale(df):\n",
    "#     # 创建标准化器\n",
    "#     scaler = StandardScaler()\n",
    "#     # 标准化数据\n",
    "#     features_scaled = scaler.fit_transform(df)\n",
    "#     \n",
    "#     return features_scaled\n",
    "\n",
    "\n",
    "def data_split(features, labels):\n",
    "    # 随机划分训练集和测试集\n",
    "    X_train, X_test, y_train, y_test = train_test_split(features, labels, test_size=0.3, random_state=42)\n",
    "\n",
    "    return X_train, X_test, y_train, y_test"
   ],
   "id": "8dacc829319fd1e7",
   "outputs": [],
   "execution_count": 26
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:24.089627Z",
     "start_time": "2024-09-24T06:31:24.076622Z"
    }
   },
   "cell_type": "code",
   "source": [
    "data = train_data[(50000 <= train_data['频率，Hz']) & (train_data['频率，Hz'] <= 500000)]\n",
    "# data = train_data"
   ],
   "id": "ac76009ccd261c7f",
   "outputs": [],
   "execution_count": 27
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:24.120540Z",
     "start_time": "2024-09-24T06:31:24.093318Z"
    }
   },
   "cell_type": "code",
   "source": "data.iloc[:, :-1]",
   "id": "5c3f08250bcd5de5",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "       温度，oC   频率，Hz  磁芯材料  励磁波形   磁通密度最大值   磁通密度最小值   磁通密度峰峰值     平均磁通密度变化率\n",
       "0         25   50030     1     1  0.028849 -0.028840  0.057689 -1.724917e-07\n",
       "1         25   50020     1     1  0.031419 -0.031427  0.062846 -1.887566e-07\n",
       "2         25   50020     1     1  0.035535 -0.035513  0.071047 -2.110411e-07\n",
       "3         25   50020     1     1  0.040015 -0.040025  0.080041 -2.391574e-07\n",
       "4         25   50030     1     1  0.045028 -0.045085  0.090113 -2.689707e-07\n",
       "...      ...     ...   ...   ...       ...       ...       ...           ...\n",
       "12395     90  199190     4     3  0.034867 -0.034180  0.069047 -4.120440e-07\n",
       "12396     90  199190     4     3  0.038341 -0.037582  0.075923 -4.579580e-07\n",
       "12397     90  199190     4     3  0.048877 -0.047934  0.096811 -5.760762e-07\n",
       "12398     90  199190     4     3  0.054889 -0.053880  0.108769 -6.444096e-07\n",
       "12399     90  199190     4     3  0.069135 -0.067771  0.136906 -8.107126e-07\n",
       "\n",
       "[12237 rows x 8 columns]"
      ],
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>温度，oC</th>\n",
       "      <th>频率，Hz</th>\n",
       "      <th>磁芯材料</th>\n",
       "      <th>励磁波形</th>\n",
       "      <th>磁通密度最大值</th>\n",
       "      <th>磁通密度最小值</th>\n",
       "      <th>磁通密度峰峰值</th>\n",
       "      <th>平均磁通密度变化率</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>25</td>\n",
       "      <td>50030</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0.028849</td>\n",
       "      <td>-0.028840</td>\n",
       "      <td>0.057689</td>\n",
       "      <td>-1.724917e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>25</td>\n",
       "      <td>50020</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0.031419</td>\n",
       "      <td>-0.031427</td>\n",
       "      <td>0.062846</td>\n",
       "      <td>-1.887566e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>25</td>\n",
       "      <td>50020</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0.035535</td>\n",
       "      <td>-0.035513</td>\n",
       "      <td>0.071047</td>\n",
       "      <td>-2.110411e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>25</td>\n",
       "      <td>50020</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0.040015</td>\n",
       "      <td>-0.040025</td>\n",
       "      <td>0.080041</td>\n",
       "      <td>-2.391574e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>25</td>\n",
       "      <td>50030</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0.045028</td>\n",
       "      <td>-0.045085</td>\n",
       "      <td>0.090113</td>\n",
       "      <td>-2.689707e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12395</th>\n",
       "      <td>90</td>\n",
       "      <td>199190</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>0.034867</td>\n",
       "      <td>-0.034180</td>\n",
       "      <td>0.069047</td>\n",
       "      <td>-4.120440e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12396</th>\n",
       "      <td>90</td>\n",
       "      <td>199190</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>0.038341</td>\n",
       "      <td>-0.037582</td>\n",
       "      <td>0.075923</td>\n",
       "      <td>-4.579580e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12397</th>\n",
       "      <td>90</td>\n",
       "      <td>199190</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>0.048877</td>\n",
       "      <td>-0.047934</td>\n",
       "      <td>0.096811</td>\n",
       "      <td>-5.760762e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12398</th>\n",
       "      <td>90</td>\n",
       "      <td>199190</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>0.054889</td>\n",
       "      <td>-0.053880</td>\n",
       "      <td>0.108769</td>\n",
       "      <td>-6.444096e-07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12399</th>\n",
       "      <td>90</td>\n",
       "      <td>199190</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>0.069135</td>\n",
       "      <td>-0.067771</td>\n",
       "      <td>0.136906</td>\n",
       "      <td>-8.107126e-07</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>12237 rows × 8 columns</p>\n",
       "</div>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 28
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:24.136447Z",
     "start_time": "2024-09-24T06:31:24.125062Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# X = data_scale(data.iloc[:, :-1])\n",
    "X = data.iloc[:, :-1]\n",
    "y = data['磁芯损耗，w/m3'].values\n",
    "X_train, X_test, y_train, y_test = data_split(X, y)"
   ],
   "id": "31d33fbdb60b28f3",
   "outputs": [],
   "execution_count": 29
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:24.152326Z",
     "start_time": "2024-09-24T06:31:24.138738Z"
    }
   },
   "cell_type": "code",
   "source": "X_train.shape, X_test.shape, y_train.shape, y_test.shape",
   "id": "e6766f30febd56b9",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "((8565, 8), (3672, 8), (8565,), (3672,))"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 30
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:24.184373Z",
     "start_time": "2024-09-24T06:31:24.155306Z"
    }
   },
   "cell_type": "code",
   "source": "X_train, X_test, y_train, y_test",
   "id": "85fe9e0d5506c5b0",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(       温度，oC   频率，Hz  磁芯材料  励磁波形   磁通密度最大值   磁通密度最小值   磁通密度峰峰值     平均磁通密度变化率\n",
       " 6766      50  199500     3     1  0.049440 -0.049540  0.098980 -3.030303e-07\n",
       " 906       90  112160     1     1  0.027588 -0.027646  0.055233 -1.669228e-07\n",
       " 10770     50   56190     4     2  0.174761 -0.168002  0.342762 -3.273976e-06\n",
       " 8893      50  499980     3     3  0.061656 -0.060994  0.122650 -4.757263e-07\n",
       " 368       50   99950     1     1  0.062042 -0.062264  0.124306 -3.767048e-07\n",
       " ...      ...     ...   ...   ...       ...       ...       ...           ...\n",
       " 12127     70  112180     4     3  0.015524 -0.015264  0.030788 -1.742854e-07\n",
       " 5254      90   79440     2     2  0.123949 -0.121769  0.245718 -1.149469e-06\n",
       " 5453      25  396820     2     2  0.076921 -0.077373  0.154294 -2.742092e-07\n",
       " 860       90   79460     1     1  0.087092 -0.087613  0.174705 -5.293773e-07\n",
       " 7415      25  125890     3     2  0.031320 -0.030308  0.061629 -5.942004e-07\n",
       " \n",
       " [8565 rows x 8 columns],\n",
       "        温度，oC   频率，Hz  磁芯材料  励磁波形   磁通密度最大值   磁通密度最小值   磁通密度峰峰值     平均磁通密度变化率\n",
       " 8192      90  396810     3     2  0.063419 -0.060840  0.124259 -1.228650e-06\n",
       " 3473      25  316230     2     1  0.011731 -0.011739  0.023470 -7.057185e-08\n",
       " 10615     25  251230     4     2  0.017466 -0.016689  0.034154 -3.495728e-07\n",
       " 10287     90   89090     4     1  0.077166 -0.078872  0.156039 -4.795288e-07\n",
       " 7395      25  125860     3     1  0.049460 -0.049551  0.099011  2.239198e-07\n",
       " ...      ...     ...   ...   ...       ...       ...       ...           ...\n",
       " 1034      90  251170     1     1  0.069279 -0.069468  0.138746 -4.188192e-07\n",
       " 2264      90   70800     1     2  0.276068 -0.272691  0.548759 -2.527326e-06\n",
       " 9689      25  125860     4     1  0.055609 -0.056042  0.111651 -3.393695e-07\n",
       " 10407     90  316230     4     1  0.030934 -0.031017  0.061951 -1.873881e-07\n",
       " 4240      90  398100     2     1  0.011980 -0.011974  0.023954 -2.071945e-08\n",
       " \n",
       " [3672 rows x 8 columns],\n",
       " array([ 45568.02    ,   1603.438961, 277925.7646  , ..., 485252.5939  ,\n",
       "         17211.13699 ,  17380.21799 ]),\n",
       " array([670608.5056  ,   3198.557742,  18175.81556 , ...,  54180.25231 ,\n",
       "         35749.95788 ,   7010.413699]))"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 31
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:24.215681Z",
     "start_time": "2024-09-24T06:31:24.188669Z"
    }
   },
   "cell_type": "code",
   "source": [
    "from sklearn.metrics import mean_squared_error, mean_absolute_error, r2_score\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "\n",
    "def model_evaluate(y_train, y_train_pred, y_test, y_pred, img_path):\n",
    "    # 评估模型在训练集上的性能\n",
    "    train_mse = mean_squared_error(y_train, y_train_pred)\n",
    "    train_rmse = mean_squared_error(y_train, y_train_pred, squared=False)\n",
    "    train_mae = mean_absolute_error(y_train, y_train_pred)\n",
    "    train_r2 = r2_score(y_train, y_train_pred)\n",
    "    \n",
    "    # 评估模型在测试集上的性能\n",
    "    test_mse = mean_squared_error(y_test, y_pred)\n",
    "    test_rmse = mean_squared_error(y_test, y_pred, squared=False)\n",
    "    test_mae = mean_absolute_error(y_test, y_pred)\n",
    "    test_r2 = r2_score(y_test, y_pred)\n",
    "    \n",
    "    # 输出训练集和测试集的性能评估结果\n",
    "    print('训练集性能：')\n",
    "    print(f'MSE: {train_mse}')\n",
    "    print(f'RMSE: {train_rmse}')\n",
    "    print(f'MAE: {train_mae}')\n",
    "    print(f'R^2: {train_r2}')\n",
    "    \n",
    "    print('测试集性能：')\n",
    "    print(f'MSE: {test_mse}')\n",
    "    print(f'RMSE: {test_rmse}')\n",
    "    print(f'MAE: {test_mae}')\n",
    "    print(f'R^2: {test_r2}')\n",
    "    \n",
    "    # 创建一个包含三个子图的画布\n",
    "    fig, axs = plt.subplots(nrows=1, ncols=3, figsize=(15, 5))\n",
    "\n",
    "    # 回归图\n",
    "    sns.regplot(x=y_pred, y=y_test, ax=axs[0], lowess=True, ci=0.95)\n",
    "    axs[0].set_title('回归图')\n",
    "    axs[0].set_xlabel('预测值')\n",
    "    axs[0].set_ylabel('实际值')\n",
    "\n",
    "    # 直方图\n",
    "    sns.histplot(y_pred, bins=30, kde=True, ax=axs[1], color='skyblue', label='预测值')\n",
    "    sns.histplot(y_test, bins=30, kde=True, ax=axs[1], color='salmon', label='实际值')\n",
    "    axs[1].set_title('直方图')\n",
    "    axs[1].set_xlabel('值')\n",
    "    axs[1].set_ylabel('频数')\n",
    "    axs[1].legend()\n",
    "\n",
    "    # 核密度估计图\n",
    "    sns.kdeplot(y_pred, ax=axs[2], label='预测值')\n",
    "    sns.kdeplot(y_test, ax=axs[2], label='实际值')\n",
    "    axs[2].set_title('核密度估计图')\n",
    "    axs[2].set_xlabel('值')\n",
    "    axs[2].set_ylabel('密度')\n",
    "    axs[2].legend()\n",
    "\n",
    "    # 显示图表\n",
    "    plt.tight_layout()  # 自动调整子图之间的间距\n",
    "    plt.savefig(img_path)\n",
    "    plt.show()"
   ],
   "id": "2935f151bac4b03f",
   "outputs": [],
   "execution_count": 32
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:27.643623Z",
     "start_time": "2024-09-24T06:31:24.218165Z"
    }
   },
   "cell_type": "code",
   "source": [
    "from sklearn.ensemble import AdaBoostRegressor\n",
    "from sklearn.tree import DecisionTreeRegressor\n",
    "\n",
    "# 创建AdaBoost模型\n",
    "ada_boost_r2 = AdaBoostRegressor(DecisionTreeRegressor(max_depth=3), n_estimators=100, random_state=42)\n",
    "\n",
    "# 训练模型\n",
    "ada_boost_r2.fit(X_train, y_train)\n",
    "\n",
    "# 进行预测\n",
    "train_predictions = ada_boost_r2.predict(X_train)\n",
    "ada_boost_r2_predictions = ada_boost_r2.predict(X_test)\n",
    "\n",
    "model_evaluate(y_train, train_predictions, y_test, ada_boost_r2_predictions, '../img/AdaBoost回归效果.png')"
   ],
   "id": "e0428c4910e92ac2",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "训练集性能：\n",
      "MSE: 78028636867.03024\n",
      "RMSE: 279336.06438666355\n",
      "MAE: 259663.09403541608\n",
      "R^2: 0.44222202585614645\n",
      "测试集性能：\n",
      "MSE: 80437144028.05202\n",
      "RMSE: 283614.42845534504\n",
      "MAE: 262141.70290682025\n",
      "R^2: 0.4662473045093882\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 33
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:36.077888Z",
     "start_time": "2024-09-24T06:31:27.645029Z"
    }
   },
   "cell_type": "code",
   "source": [
    "from sklearn.ensemble import RandomForestRegressor\n",
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "\n",
    "# 创建随机森林模型\n",
    "rf = RandomForestRegressor(n_estimators=100, random_state=42)\n",
    "\n",
    "# 训练模型\n",
    "rf.fit(X_train, y_train)\n",
    "\n",
    "# 进行预测\n",
    "train_predictions = rf.predict(X_train)\n",
    "rf_predictions = rf.predict(X_test)\n",
    "\n",
    "model_evaluate(y_train, train_predictions, y_test, rf_predictions, '../img/随机森林回归效果.png')"
   ],
   "id": "e571eb1d3281d15d",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "训练集性能：\n",
      "MSE: 305484018.1456069\n",
      "RMSE: 17478.101102396875\n",
      "MAE: 6603.478912479755\n",
      "R^2: 0.9978162856149217\n",
      "测试集性能：\n",
      "MSE: 2646566505.631021\n",
      "RMSE: 51444.79085029913\n",
      "MAE: 19676.424724967215\n",
      "R^2: 0.982438312259283\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 34
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:39.856318Z",
     "start_time": "2024-09-24T06:31:36.080389Z"
    }
   },
   "cell_type": "code",
   "source": [
    "import lightgbm as lgb\n",
    "\n",
    "# 创建LightGBM数据结构\n",
    "train_data = lgb.Dataset(X_train, label=y_train)\n",
    "test_data = lgb.Dataset(X_test, label=y_test, reference=train_data)\n",
    "\n",
    "# 创建LightGBM模型\n",
    "lgbm_model = lgb.LGBMRegressor(objective='regression', num_leaves=31, learning_rate=0.1, n_estimators=100)\n",
    "\n",
    "# 训练模型\n",
    "lgbm_model.fit(X_train, y_train)\n",
    "\n",
    "# 进行预测\n",
    "train_predictions = lgbm_model.predict(X_train)\n",
    "lgbm_predictions = lgbm_model.predict(X_test)\n",
    "\n",
    "model_evaluate(y_train, train_predictions, y_test, lgbm_predictions, '../img/LightGBM回归效果.png')"
   ],
   "id": "511e1f48bf18d7e4",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[LightGBM] [Info] Auto-choosing col-wise multi-threading, the overhead of testing was 0.000290 seconds.\n",
      "You can set `force_col_wise=true` to remove the overhead.\n",
      "[LightGBM] [Info] Total Bins 1166\n",
      "[LightGBM] [Info] Number of data points in the train set: 8565, number of used features: 8\n",
      "[LightGBM] [Info] Start training from score 196955.844372\n",
      "训练集性能：\n",
      "MSE: 486339526.397306\n",
      "RMSE: 22053.106955649266\n",
      "MAE: 10534.940405174379\n",
      "R^2: 0.996523462581536\n",
      "测试集性能：\n",
      "MSE: 1678970389.663043\n",
      "RMSE: 40975.24117882704\n",
      "MAE: 15478.617731045122\n",
      "R^2: 0.9888589409537086\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ],
      "image/png": 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zOeaYY/B4PED8d3LlypXceOONifNVVlZSWlraqEf6tm3bGDduHCUlJZx11lkYhoFt24lJSCHejqWmpoZ58+Zx9tln73dslmWRlZXVbN/1/SXYn3nmGUaMGMGhhx6633M1ZBhGoqWObdv87Gc/47HHHuO2225jxowZida0LT1FJ5LuemWC/dprr2Xq1Kn897//bfU+wWCQuXPnMmvWrGYfnRVJFwsXLmwymd6nT59Gy+q3C4VCrF+/nk2bNjFlypR2n7v+zYZt24wePRq/38/999/Phg0b+PWvf83FF1/c7mOLiIj0VCNGjPhKFexr1qzh4IMPbrJN3M6dOwHo379/s/vr+i0iX0V77sFbovtzaa/Ro0fz9NNPk5+fn7R8xYoV/OQnP+F73/seS5YswbZtLr30UlatWsXkyZMTFeT11+P333+fCy+8kKeeeorhw4cD8Q+sn3vuuaQE+1/+8hfuu+8+3n777aTzffbZZ5x44okcdNBBrF27lpKSEs455xyWLl3KmDFjsG2bH//4x5imyVlnndWqsTU3j0pr1q9YsYLbbruNOXPmtDnB3tBFF11ELBZjypQpPPbYYy2+txDpSZpuxNzDzZs3r8lHWD/44APOOussjjrqKH7yk59QXV2dWPf73/+eYDCIZVmsWrXqK7XYEOlq+/6+5ufnM2DAgEZfDR87q9+noKCA4uJiJk2axJIlSzjooIM46KCDCAaDhEKhxKQrbXXDDTdw0UUXEQ6Hue+++/jFL37R/gGKiIj0cBs2bKCoqKjJr/0l13fs2MFrr73W7Afk9Qn21lSg6/otIu3Rnnvwluj+XL6K+uR6w9+bKVOm8OKLL7JgwQLeffddvvvd71JeXs7ixYtZvXo1M2fOTMxnAvE2LbW1tYnq9fpl+85r5vP58Pv9ScvKysooKSlJSmSPGDGCq666issvv5ySkhLmzp3L1q1bueOOO5qdK60+/vp/bdsmEAiwbdu2pK+ysrLE+n2FQiEAFixYwK9+9as2TZpa/5R7QzfccAPHHXccjz76KKeeeipLly5tNm6RnqRXVrDv+2gOQFVVFT/+8Y85//zzWbx4MTfddBMLFy7k1ltvZevWrTzwwAMceuihbN26lQcffJADDjiA3/72t62aFFIk1erbvITD4cQFtCW2bSf2qffqq6/y/PPPc8899wDwi1/8osXHMcePH5/4vqkL7xVXXMGrr77Kc889x913381ZZ52V6E/XMA4RERGJV9w99thjTa6zbZujjz662X3vvPNOMjMzmT59epPrd+7cSX5+flKSAHT9FpGO09Z78NNPP53S0tJG+9x2222MGTNG9+fSISKRSCLZGwwG+fjjj/nlL3/Je++9x/nnn8/PfvYzfD4fhYWFzJgxg8suu4xly5ZhGEbiibCG987117+G99K2bTf6vXz55Zfp27cvo0ePTlp+wQUX8N577/Hd734Xv9/P008/3WLf8kgkknTeSCTC0qVLm0xqN9y+oQ0bNuByuViwYAHf/e53k9btm8DfV/37hB07diQ+RMjJyeF73/se3/ve91i9ejUDBw5MtIapT/Tvm2sQ6Ql6ZYK9Ka+//jput5srr7wSwzC48MILExU5Tz/9NP369eOBBx7A4/FwwQUXcOKJJ/LWW28xceLEFEcusn/1F9KmZiBvTn2fdYC///3v/OIXv+CHP/wh3/zmN4H4o+I///nP8Xg8jR43X7hwYVJ/xfoL765duxIXV7fbzbe+9S2+9a1v8dFHH2GaZqOebE3d2IuIiPQGoVCIkpISPB4P5eXlRKPRZnuX1t9Yb926Fb/fTywWo6ioCIg/mv7ss8+ycOHCZtsorFu3rsl+rbp+i0hnauke/I9//GOTycC+ffty//336/5cOkTDBPs777zDL37xC6ZMmcJzzz3HiBEjEtsdccQRLFy4kIKCgkSyvL6avamnw/Z9suzAAw9MfG/bNsuWLeM73/lOotp88+bNvP/++7zxxhvs2rWLadOm8e677zJt2jQOP/xwRowYQZ8+fRgwYADf+973EjHUP/FRX0QXi8X4yU9+kuh5Xm/btm1885vfbDKxPXXqVA444ACOPPLIRuvqjxsKhXC73Y3W11/vG+YOWkPvE6QnUoJ9j+3bt1NeXp6ourVtm5qaGkKhENu3b+fYY49NVPVkZWUxdOjQRjM2i3RXmZmZnH766fzqV79q9HhaU5566qnEG4YPP/yQa6+9llNOOYU5c+Yktmmpl9ro0aOTquDqL6AXXnhhm+LWhVdERHqrL774gjPPPBOPx5OYlOz73/9+s9tnZ2dzww03EIlEyM/P5/XXX+fRRx/llltu4ZJLLuH0009P2v7VV1/lvffeY9OmTfzjH//gRz/6UaNj6votIp2ppXvwllpW6f5cOsr//d//Jb7/xje+wb/+9S+ysrKa3Hbq1KlJrw899FA++OCD/Z7j0Ucf5Q9/+EPitWEYzJo1i9GjR1NeXs6MGTMYPnw4hxxyCNdffz3HHntsolf6xo0befvtt1m7di3vvPMOxx9/fFI1/GGHHUZxcXHi9e9+9zt8Pl+jGAYMGJC0XUOGYTSZXAc49thjm90P9l7v33333aTJWZvTUqJfJN0pwb7HgAEDOPjgg7n77ruB+CMwgUAAy7IYMGAAJSUliW1t22bbtm0MHDgwVeGKtElhYSELFy5s9fZnnHFG4vtx48bx+OOPM3bs2CYnRmvKzJkzk17XX3iff/75Ro/BNWfs2LG68IqISK81fPhwPvroo3bvv23bNh588EF+/OMfc+211zZa73K5+Nvf/sbw4cOZPXt2kz1Xdf0Wkc7U0j34/vbT/bl0huaS600xTTNpDrPmXHjhhUkfVBuGwSmnnJJ4/a9//avZfUeNGsWoUaNaHVNXTyh66KGH8uqrr5KRkdGq7VtK9IukO8PpxbMLFBUV8eqrrzJo0CCqqqqYOnUqc+bM4YgjjuC5557jwQcfZOXKlWzZsoUzzjiDhQsXcthhh/HnP/+ZJ598kldffbVNf4BFeqv6x9oLCwubfLRMREREOl4oFGrVzX9zdP0WkY7W2nvwlpLsn3zyie7PRUSkW1GCfc/FHeIzmM+bN4+NGzcycuRIfvnLXyZmdf7HP/7BokWL+OSTTxgyZAhz587lqKOOSmX4IiIiIiIiImmjLffgLdH9uYiIdCe9OsEuIiIiIiIiIiIiItJerWuoLCIiIiIiIiIiIiIiSZRgFxERkUZeeeUVTjrpJMaOHctZZ52VmExs3rx5FBUVJb6mTJmS2Ofjjz/mjDPOYPz48dx22200fEiupXUiIiIiIiIi6UoJdhEREUmyZcsW5syZw6xZs3jjjTcYOHAgN9xwAwAffvgh9957L2vWrGHNmjU888wzAITDYS677DLGjRvHU089RUlJCU8//fR+14mIiEjXqqio4N1336W8vDzVoYiIiPQISrCLiIhIkpKSEq655hqmTp1Kv379OPfcc1m3bh3RaJSPP/6Yo48+mpycHHJycsjKygLgjTfeIBAIMHv2bIYMGcK1117Lk08+ud91IiIi0nVeeOEFTj75ZG655RYmTZrECy+8sN99LrvssqSn1y688MLOD1RERCSNWKkOIBV27aqmI55MNwzo2ze7w46XLnrruKH3jl3j7l3jht479lSPu/78qTZp0qSk159++ilDhw6luLgYx3GYPn0627dvZ/z48cybN4+BAweyYcMGDjvsMPx+PwBFRUWJtjItrWur8vKv/t/GMCA/P7tDjtWdaFzpoyeOCXrmuHrimEDj6qzzdndVVVXMmzePhx9+mNGjR7N8+XLuvPNOTjvttBb3W7duHc8//zwDBgwAwLLankbozu8pU/3+76tS/KmTzrGD4k+ldI4delb80DH34L0ywe44dOgvQEcfL1301nFD7x27xt379Nax99ZxNyUcDrNkyRIuvPBCSkpKGDVqFDfeeCN9+vTh1ltv5Ze//CX33XcfgUCAQYMGJfYzDAPTNKmsrGxxXW5ubpvi6cgERjokQ9pD40ofPXFM0DPH1RPHBBpXb1NTU8OcOXMYPXo0AAcddBCVlZUt7rNt2zaAxD7tlQ7vrdIhxpYo/tRJ59hB8adSOscOPSP+jtIrE+wiIiLSOosWLSIjI4Ozzz4bt9vNtGnTEutuuukmJk+eTCAQwOVy4fF4kvb1er0Eg8EW17U1wd4RVRLpXnHRHI0rffTEMUHPHFdPHBNoXJ113u7ugAMOSFzHI5EIS5Ys4eSTT25xnw8++IBYLMYJJ5xAVVUVkyZN4uabb27z9VtERKQnU4JdREREmvTWW2/x2GOP8cQTT+B2uxutz8nJwbZtduzYQW5uLhs3bkxaX1NTg9vtbnFdW3VklUS6V1w0R+NKHz1xTNAzx9UTxwQaV2+1YcMGLrjgAtxuNy+++GKL227evJlx48Zx/fXXY5oms2fP5u6772bu3LltOqdhfJWIO1d9bN05xpYo/tRJ59hB8adSOscOir8pSrCLiIhII6WlpVx33XXcfPPNjBw5EoAFCxZw2GGHMXXqVADWrl2LaZoccMABHHLIIUkTl37++eeEw2Fyc3NbXCciIiJdq6ioiKVLl3Lbbbcxe/Zsfve73zW77aWXXsqll16aeH3ddddx9dVXtznBng4V/ukQY0sUf+qkc+yg+FMpnWMHxd+QEuwiIiKSJBgMMnPmTCZPnsxJJ51ETU0NEO/VumjRIgoKCohGo8ybN4/TTz8dv9/P+PHjqa6uZvny5UyfPp17772X4447DpfL1eI6ERHpGLZtE4tFW7WtYcT/1kci4R5V6d2Z47IsN0a6lurtwzAMxo4dy8KFC5k0aVKb5kTJycmhoqKCcDjcqP1bS7pzO6J0b5mk+FMnnWMHxZ9KDWO3bYdoNJLqkNqsT59MKipqUh3GfrlcFqZpJi3TJKciIiLS6d58801KSkooKSnhiSeeSCx/9dVX+eSTT7jiiivIzMxk8uTJXHvttQBYlsW8efOYNWsWt99+O7FYjIceemi/60RE5KtxHIeqqnLq6gJt2q+83MS27U6KKnU6a1yGYdK37wAsq+3tzbqLVatW8cYbb3D99dcDJD7o3jfx0NDVV1/Nj370Iw4//HAg/vRaQUFBm5LrkB5te9IhxpYo/tRJ59hB8adSJBJh585tOE76XY/T6X2E359FTk5+ow/KNcmpiIiIdJrJkydTXFzc5LpZs2Yxa9asZvd7+eWXWbt2LUceeST5+fmtWiciIu1Xn1zPyuqDx+NtdZW1y2UQi6VpRqIFnTEux7HZvXsXlZXl5Of3T9tK9uHDh3PllVcybNgwTjjhBBYtWsQ3vvENsrOzCQQCeL3eRvOjjB49mgULFjBnzhzKy8tZvHgx5557bopGICLScziOw+7d5ZimSW5uAYbR/Ied3VE6vI9wHIdwOEQgUAFAbm7fTjuXEuwiIiLSYQoLCyksLGzzOhERaTvbjiWS61lZOW3a17JMotH0qDxri84aV3Z2HpWVO7HtGC5Xet5GFxYWsnjxYhYsWMBtt93GxIkTueOOOwCYNm0ac+bMYfLkyUn7zJw5k61bt3LRRRfRt29fzjnnHGbOnJmK8EVEepRoNEokEiQ3tx8ejy/V4bRZuryP8Hi8AAQCFWRn92nxqa2vIj3fGYiIiIiIiPRysVgM2HvzKJ2nPqlu2zbpPIXI8ccfz/HHH99o+Wuvvdbk9m63m/nz5zN//vzODk1EpFepv4an64e26aT+fVIsFsU029birLXS6/kDERERERERSZKuLUvSiX7GIiLSGXR96Xxd8TNWgl1ERERERERSLhwOJyr66sX7p4bbdBzHcZqceK2qqjLpdSQSoba2tu2BioiISJLefg3XcwgiIiIiIiLSpaZPP5WMjAw8Hi81NQEmTTqJsrIyNm4sJhKJUFZWxpAhQ3Ecm0gkwkMP/YXZs2fxne+czsSJJ/Dee+/gOHsnV8vP78uwYV8D4C9/eZQPP1zH3Ll725qEQiHOPns6N9zwK44//n8A+O9/3+V///da/va3V/F606//rYiISCpMn34qmZmZuN0eXcP3UIJdRESkHWzHoXhHgN11EfL8bor6Z2Hq8T4REekG+uRnYrm67mHlaMymorymTfssX/4iAF9+uZUf/3gG3/rWtxk+fAQAq1a9ySOP/Jn/+797kvaZOnUav/71r5g//w5+8YufMXnyKQB8/nkpAwceyMUXz6S2NoDb7cHjSe6x+uabb9CnTx+qq6s566xpmKZJKBQiGo1ywQXnAPF+uOeeez5nnHF2u34OIiIivcHy5S9iWSalpZ936DW8uro6ba/hSrCLiIi00ZotFSxbXcrm8jqiMRvLZTIs38+MCYMZP6RPqsMTEZFeznKZrCipoEFxWCOmaWDbLWzQSoYBU0a0/doXCoVYuvQ+tm79nIsvnpm4MQfYuXMngwYNbrTPN785iXHjDqZv3354vV5+9rOfs337Nj78cC0ffPBf1qx5m7Vr32fMmHFJ+zmOw4MP3s+ZZ36fk08+lVNOmYrL5eLFF//K8uVPcc89DwAQjUbbPA4REZHeJhQK8ac/3c/nn5d26DX8gw/eZ+zY9LyGK8EuIiLSBmu2VLBgxUZqwjFyfRYev0U4arOprIYFKzYye8ooJdlFRCTlHAdaSp87tLy+9Sdq/66ffLKJdes+4MYbbwFg3bq13HbbPCorK7HtGOvWfQDAmWeew6RJJ/HWW//k1FO/ndi/rGwHl1xyPtdc8wsATNOFaboaneeFF56lpGQT+fl9sSyLe+75HatXv01FRTk1NQEuvvh8AH74wxlMmjS5/QMSERH5ChzHIRht3H+8M/kss12TgJaUbGLt2vc7+Bre+Om7dLmGK8EuIiLSSrbjsGx1KTXhGP2zPIk3Ij63C69lUhYIs2x1KUcNzlO7GBERkWbEYjEMw+DWW+/g3nt/RyQSwe12E4vFyM3N489/foKSkk0MHHggS5feR21tLbt3V7BkyZ/48MN1XHPNzwHweDxkZWW3eK5t277kt79dTH5+38SyHTu2853vfJfp089MLLvjjvnU1LStzY2IiEhHcRyHSx57nw+2VnXpeQ8bmMOfzjms1Un2+mv4woV38Pvf/1bX8D2UYBcREWml4h0BNpfXkeuzGr0BMQyDHJ/F5vI6incEGFPY8psFERGR3mrjxmJuvvkGIH6jvGrVW3z66SdJE5pde+2V3HXXbwFwuUyGDBnGH/5wP4899lCiws1xwOv1tniuf/zjVSZMOJZIJJxYZpom9913D48++lBi2e7dFYwbd0iHjVHSTyAU5T9bKjlmaB4+d+MnIUREOls6lGjpGt40JdhFRERaaXddhGjMxuNv+vLpsUyqQlF210W6ODIREZH0cdBBY3nssWf47LPN3HjjL7j11juYNetqCgsPSGwTCoU58MBBSfv169ePc845D8OI94+vrNxNTk4uALbd9CP13//+edTV1TJv3i+Tll9yycxG1W/Su923agsP/edzRvTLYMG3x/K1vhmpDklEehHDMPjTOYd1+xYx9dfwzz//jNmzf65r+B5KsIuIiLRSnt+N5TIJR+0mK5vCURvLNMnzu1MQnbRVnzw/Lqv1b4VikSjlu+s6MSIRkd6pb9++3HbbXdTW1gIQCATweDz4/X4g+cb7ppv+l2nTTicUCvH556X061cAxCc3cxwHx0m+STcMg4yMzEbnXLr0fp566onE6507d6a8+k1S69Nd8d+/kp21/Pix//LMxRPI9illIiJdxzAM/Gn2BE1HXsP3TbSn0zVcVwsREZFWKuqfxbB8P5vKavDu80m/4zhUBaOMLMikqH9WCqOU1nJZFtUv/jX+fOL+GAbZDSblERGRjpOZmcXw4SN5993/ALBhw0cccMDAxPpwOP5o+MaNH/Ppp59w/PH/wxFHHMWSJfdSVHQQEyYcy4knTuHll18kEmndU2QXXnhxt6t+k9QqC4QS31cGo5TsrOHwQbkpjEhEpPvryGt4NBpt1Tm74zVcCXYREUlrtuNQvCPA7roIeX43Rf2zOm2CUdMwmDFhMAtWbKQsECbHZ+Gx4hXtVcEoGR4XMyYM1gSn6cRxWpdgFxFJM4YBtPDnzaBjer125CVv5MhR/OQn1/DIIw9yzDFfZ+XK1zjrrHNxu+O3rX/+8wOcddY5ZGVlEQ6HeP31V7n00iu4/PKLuffepUyaNJnjjz+BlStf3++5umP1m6TWjkA8CZTpcVETjrGzJryfPUREpF5HXMOPO24ib765cr/n6o7XcCXYRUQkba3ZUsGy1aVsLq8jGrOxXCbD8v3MmDCY8UP6dMo5xw/pw+wpoxLnrQpFsUyTkQWZnXpeERGR1orGbKaM6LrrUTTW9n6xgUCA7du34XLtvSXNzMxi5crX+PjjYq67bjaLF9/JE088yty5C3j77X/x1ltvMGvW9QD87neLOO64iZx11jkUF69n/vy53HHHYizLTFTLNRSL2UQi0UR1XHPVb+FwGI/H0+bxSHoLRWOJOXTGFGbxn9JKJdhFRJrRWdfw7OzstL2GpzzBXlFRwaeffsqwYcPIz89PdTgiIpIm1mypYMGKjdSEY+T6LDx+i3DUZlNZDQtWbGT2lFGdmmQ/anBel1XOi4iItEVFec1+t7Esk2gXT6TW0KOP/pkXX/wr5513AQAbNqxn4cJ55Ofn84c/3E9OTg433XQLy5c/yWWXXcQNN9zM+edfRG5uHi+++Ff+85/V3H//QwBcffUsbr31VwQCAf7yl4d58MGlXH75VUnnC4VClJZ+xhlnfBvLsnjvvXd46KFlSdu8/fa/WLbsfh5/fHmX/Ayk+9hRFW8P43EZDO+bqQS7iEgLHn30z7z00gv84AfnAx13DX/88Yd56KH0vIYbjpO656JfeOEFbr75Zg488EA+/fRT5s+fz2mnndbiPpdddhmvv773kb+vf/3rLF26tE3n3bmzukOeBjcM6Ncvu8OOly5667ih945d4+5d44buP3bbcbj6qbVsLKuhf5anUS/0skCYkQWZ/L8zDmlT0jvV464/vzSvI/7bNPw5V//t+db3YJ/6HcrKqr/ayTtRqn9/O0tPHFdPHBP0zHF19zFFImF27fqSvn0PwO1uW8VWqhPs+7Jtmw8/XMshhxzWaN327dsoLByQeO04Djt3llFQ0L/RtpWV5dTVhRgw4IAOja+ln7Wu3/vXXf8fgvh/v82BCGf+cRUDc32cMS6fe/+1mcnjBnPzt4pSHd5+dfe/U/uTzvGnc+yg+FPJMCAry83GjZvadQ3vDhq+j+ioa/iuXTuJRCKdfg1v+LsDHXMNT1kFe1VVFfPmzePhhx9m9OjRLF++nDvvvHO/CfZ169bx/PPPM2BA/D+OZaW8CF9ERLpY8Y4Am8vryPVZScl1iM80nuOz2FxeR/GOAGMKdcMrIiLS3Zmm2eSNOZB0Yw7xa31TN+YAffv261YfHEh62FYVBOAUz1quWLuIsz0W/1u9JMVRiYikh468hqerlGWna2pqmDNnDqNHjwbgoIMOorKyssV9tm3bBpDYR0REeqfddRGiMRuPv+nLmMcyqQpFE700RURERESas70qxMWuF7ip+mEABptA4EvgiJTGJSIi6cFM1YkPOOAApk2bBkAkEmHJkiWcfPLJLe7zwQcfEIvFOOGEEzj88MO55ppr9puUFxGRnifP78ZymYSbqVALR20s0yTP7+7iyEREREQk3WyvrOUX1hMAOEY8TeKu3Z7KkEREJI2kvL/Khg0buOCCC3C73bz44ostbrt582bGjRvH9ddfj2mazJ49m7vvvpu5c+e26ZwdNQdd/XF625x2vXXc0HvHrnGnNo5U6O5jP6gwi2H5fjaV1eC1zEY92KuCUUYWZHJQYVarxmA7DsXbA+wORhgWtBngMxq1nukK3fXnLSIiItKTVVWU4TXiTz4G+x6Cf+f7ZITLiMRs3K6U1SWKiEiaSHmCvaioiKVLl3Lbbbcxe/Zsfve73zW77aWXXsqll16aeH3ddddx9dVXtznB3rdvx/bj7ejjpYveOm7ovWPXuHuf7jz2n04pYs4za9lZGyUvw43XZRKK2eyujZLtd/PTKUX0L8jZ73H+tWknf1hZQsmOAJGYg9tlMKJ/Fpd/cwTHjUzfHnAiIiIi0jrh3fFq9ZCVg5E7GHa+zwCjgl01YQbk+FIcnYiIdHcpT7AbhsHYsWNZuHAhkyZNorKyktzc3Fbtm5OTQ0VFBeFwGI+n9TPu7trVMTMMG0Y8+dRRx0sXvXXc0HvHrnH3rnFDeox9dJ6X608awdJ/l/JZeR0Vto3bNBnR18+FxwxmdJ43MSt4c9ZsqWD+yxupCcfI9Vlke13YGHy0tZLrn3yfOSePYvyQPl00or0/dxERERHpOrHADgAivr6YWQcAUGiUK8EuIiKtkrIE+6pVq3jjjTe4/vrrAXC5XEB85tnmXH311fzoRz/i8MMPB2Dt2rUUFBS0KbkO4Dh0aMKoo4+XLnrruKH3jl3j7n26+9iPHtyHIwflUbwjwO66CHl+N0X9szANY79x247D0n+XUhOO0T/Lk2gJ47FcFGR6KAuEWfrvUo4clIep3i0iIiKdKhaLsXjxnXznO6czatToTjlHVVUlOTl7i7kikQiRSISMjIxOOZ+kB8dxoGYnuAB/X+zMQgAGGBXsrAmnNjgRkTSga3gKJzkdPnw4jz/+OI8//jhffvkld911F9/4xjfIzs4mEAgQiUQa7TN69GgWLFjA+++/z+uvv87ixYs599xzUxC9iIh0F6ZhMKYwm68Py2dMYXark+HFOwJsLq8j12c16rduGAY5PovN5XUU7wh0RtgiIiLSgMvlYsuWz1i+/Mkm1zuOw8SJR3PqqScydepJTJx4NBs2fMTHH2+gtrY2absvv9xKRUV50v6hUIizz57OP//5j8Sy//73Xb7znSmEQsFOGJGki0AoRrZdCYCZ2Q87cwAAhUqwi4i0iq7hKaxgLywsZPHixSxYsIDbbruNiRMncscddwAwbdo05syZw+TJk5P2mTlzJlu3buWiiy6ib9++nHPOOcycOTMV4YuISJrbXRchGrPx+Ju+FHosk6pQlN11jT/wFRER6c7y8/y43F13qxeLRCnfXdemfZ566nEeffShpGXV1VX897/v8u9/r0paPm3a6VxwwY+wLIslSx5i166d/O//zqKoaAxz5vycTZs+TjwJbRgQDke45ZYF9OmTnzjGm2++QZ8+faiuruass6ZhmiahUIhoNMoFF5wTH0csxrnnns8ZZ5zdnh+DpKkdgRD9jHiC3cgswM7ak2CnnJ0BJdhFRPbVWddwiFemp+M1PKU92I8//niOP/74Rstfe+21Jrd3u93Mnz+f+fPnd3ZoIiLSw+X53Vguk3DUxud24QChSAwnamM4Dg5gmSZ5fneqQxUREWkTl9ui+sW/ttjnzTQNbLtjJqbKPvXbbd4tGAwyatRoFiy4K2l5efkuDMNI3FjPnj2Lurp48t7tjl+T16z5NxMmHIthGCxYcGfS/pZlEo3aScscx+HBB+/nzDO/z8knn8opp0zF5XLx4ot/Zfnyp7jnngcAiEajbR6HpL+yQIi+VAFg+/OJ7algH2BUsDMQSmVoIiLdUjAYZPToIubPT74Gf9VreFPS5RqeshYxIiIiqVTUP4th+X6qglECoSilFXWU7g7yeUUdWyrq+Hx3kD4Z8Z7uIiIiaad+IpWu+GqHoUOHceSR4ykr28GPf3wB69d/CMDq1W8zY8beNqCTJk3hsMOOSNp39epVTJhwLKFQiFgs1ujYtm0TDO59ZPyFF56lpGQT+fl9sSyL++77IxdffD5/+tMf2Lz5Ey6++Hwuvvh8/vnPf2BZKa1BkxSoDEbJN+oT7P0SPdj9RpjaQHlLu4qI9EpDhw7jqKN0DW9I7x5ERKRXMg2DGRMG86sXi/miMn4BdxlgmAaxWHwS1F2BEO+U7mb8kD4pjlZERKRnmTjxm8RiMUzTZPr0M7nmmiv54Q8vpKCgPwMGHJDY7uSTv5W0X21tLR999CG//vXtzJv3S955Zw2maRAOR4hEwmRmZuE4DpFImGeeeZFAoJrf/nYx+fl9E8fYsWM73/nOd5k+/czEsjvumE9NTU3nD1y6ndpwjJF7EuyOvx9YfkLuXLyRSozA9hRHJyK9iuNAtG0t174yyx/vr9YGEyd+E8NwsG06+BqeieOQltdwJdhFRKTXOmpwHn0z3FTUxvus24DpgNftom+Gm9pwjGWrSzlqcF6rJ08VERGR1rnxxusZPnwEF130Y8aMGcsXX3xOeXk5/fv3b3Yfn8/HmDHj+M9/VvPrX9+WWP7888v55z//wd13/7+kFjF//etyJkw4lkhkby9t0zS57757kvrH7t5dwbhxh3To+CQ91IRje1vEZMSTOBF/f7yRSrx1SrCLSBdxHPKePh33tv906WkjB4xn9+lPtznJPmfOLxg2bHiHXsNvv31R0vbpdA1XixgREem1incEqKiLMijXy6A8HwNzvAzNz2RIno8sr0WOz2JzeR3FOwKpDlU6mL2npUFGpne/Xz6/J8XRioj0TOedN4NXX13B1VdfxpAhwzj++P+hoqKc/v0Lm93HNE3OP/8iHnjgPgBWrnydDRvWJ9Z/8kkJr732SuL1979/Hv/7vzc2Os4ll8zk8ceXJ74mTz6lA0cm6aQm1KBFjC+eYI9lxPuwZ0fKUhaXiPRCaVTUdf75uoY3pAp2ERHptXbXRYjGbLx+T6JC3bJcRKPxXnAey6QqFGV3XSSVYUonqP/vXVJe12L/YAMYnu/voqhERHqPYDDI2LHjuPfepfz9739L9E3dubOMQYMGJ7aLRqNEIhH8/r1/i0eMGMXnn2+hsnI3ixbdweWXX51Yt3nzZm6//VbGjz+G7OxsDMMgIyOz0fmXLr2fp556IvF6586dKa9+k9QIhkLkG/FiCjujHwBO9gDYBvmxXdiOoycZRaTzGUa8kjwNWsTEr+EHd/g1fMuW9L2GK8EuIiK9Vp7fjeUyCUdtfG5Xo/XhqI1lmuT53SmITrqD9k3dJyIiLamrq+M735mCZVm4XPHr79KlfwKgsrKSnJxc/vznBwCIxWJEIhFeffUtAF599WWef345Rx01njVr/k1GRgaTJ5/MCy88B8CJJ57En/+8lEceeZCZM69sNoYLL7y4Uf9W6aXqKgCwMXG8eQAY2fEewv2NCmrDMbK8Sp2ISBcwDHBnpDqKFnXmNfx//uckHn74wbS8husqISIivVZR/yyG5fvZVFaD1zIxGnxy7zgOVcEoIwsyKeqflcIoRUREeha/388rr7zZaPmf//wAq1a9xaxZ/0tBQQE5OblJ62Mxm6KiMfTpk8+JJ07hoovOY8aMH2GayZ1PZ8z4EXPn3sjZZ59Lnz75TcbQHavfJDVcwV0ABK1cMOPJovoE+wCjghol2EVEEuqv4ZZlJs150tuv4bpKiIhIr2UaBjMmDGbBio2UBcLk+CwyTJNgJEZVMEqGx8WMCYP1WLCIiKSf/V27DCPeB6uzz9MKW7d+wf3338OGDR+xePEfuf/+P/KPf7zGeeddwFlnnYvX6wUgFosyaNBgxo8/hk8+KaGgoIApU77F2rXv8+GHaxMflH/jGydwzjk/xLb33vjHYjaRSJRoNAo0X/0WDofxeDT3Rm/iCZUDEPL0SSxzsuIJ9kKjnEAoSmG2NyWxiYh0d7qGxynBLiIivdr4IX2YPWUUy1aX8ll5HYFICBcwsiCTGRMGM35In/0eQ0REpDuJRaJkn/rtLj1fW61b9wHvvfcu//rXP9m06WO+853p/OlPD5KRkcH119/I9OlnsmjRHTz11BNcfvnVTJlyCrFYLLH/8OEj+L//uweA559fzkcffciMGT8CwDAMLr54ZtL5QqEQpaWfccYZ38ayLN577x0eemhZ0jZvv/0vli27n8cfX97m8Uj68objCfawty/1dZR2ZnySvgFGBWvDsWb2FBHpndat+4APPniPf/7zDV3D91CCXUREer3xQ/pw1OA8Pt4RwPa4McMRRvfPUuW6iIikpfLd+58gbd9Hu7ua1+vjww8/4LTTpnHCCZPIyclJWl9UdBC///19PPvs0/h8PgzD4M03/9PksebM+dV+z7d48e8BGt20i/gj8R7sUV9f6useYxnxBHs/KgkEwymKTESke/J6faxdq2t4Q0qwi4iIEG8XM2ZANv36ZbNzZzWOZrcUERHpNKNGjWbhwrtb3MYwDKZPP6OLIpLeKiO6GwDbv7fXr+OL9w42DYdQbSXQLwWRiYh0T6NGjeaOO37T4gf1ve0abu5/ExERERERERGRnic7Fq9gJ6NBEt3lJYwbgEhtVQqiEhGRdKIEu4iIiIiIiIj0Srl2JQBmVkHS8pCZCUCsbndXhyQiImlGCXYREREREZE05jip66XeWzjqHdcjRWI2fYgn2F2ZyW1ggq49CfZgdZfHJSK9h64vna8r3iepB7uIiIiIiEgasiw3hmFSWbmLrKw8XC4Lo5UTdNu2QSzW827qO2NcjuMQCFQCBi6XbqF7kppwjHziLWDcOf1pmIKJWFkQASekFjEi0vHcbjdgEAhUkpWV2+rrd3eRDu8jHMchFotSXb0bwzCxLHennUvvDkRERERERNKQYRj07TuAyspyKit3tmlf0zSx7Z5X+d554zLo06cA09RD4D1JTTjKMCMAgOnPT0qwR60sAIyQKthFpOO5XC7y8wsoLy+jvLwu1eG0WTq9j/B4fOTk5HfqhxhKsIuIiIiIiKQpy3KTn98f2461+kbXMKBPn0wqKmroSU+md+a4XC5LyfUeqDYcI4MgAI4nM2ld1B1PsJthVbCLSOfwev307z+IWCya6lDaJJ3eR5imiWm6Ov0JASXYRURERERE0phhxFuXuFyt3R58Ph9ud6Tb3xi3RU8dl3SeumAdHiMGgONOTrA7nhwAzEigy+MSkd4jngD2pDqMNtH1tjF9BC8iIiIiIiIivU6wdm/y3LEyktY53mwA3FEl2EVEpGVKsIuIiIiIiIhIrxMJxvurh3GDK3nyO2NPgt2jBLuIiOyHEuwiIiIiIiIi0utEauMJ9pDpb7TO5Yu3iPHGlGAXEZGWKcEuIiIiIiIi0ktUVFTw7rvvUl5enupQUi4WjifPw00l2P25APjs2i6NSURE0o8S7CIiIiIiIiK9wAsvvMDJJ5/MLbfcwqRJk3jhhRf2u8/q1as59dRTOeaYY3jggQe6IMquEwvVABBxZTRa586IJ9gzqSUSs7s0LhERSS9KsIuIiIiIiIj0cFVVVcybN4+HH36Y5cuXM3fuXO68884W9ykvL+fyyy/ntNNO4/HHH+f555/n7bff7qKIO58djFewx6zGCXbPngR7NrXUhGJdGpeIiKQXJdhFREREREREeriamhrmzJnD6NGjATjooIOorKxscZ/nnnuOgoICrrzySoYNG8YVV1zBk08+2RXhdo1IvII9ZmU2WmX49ibYA+Fol4YlIiLpRQl2ERGRdgpHbXZUh1IdhoiIiMh+HXDAAUybNg2ASCTCkiVLOPnkk1vcp7i4mGOPPRbDMAA49NBD+eijjzo91q5i7EmwO57GFeyOJxuALKNOFewiItIiK9UBiIiIpKN3P9/N7OfXU14b4WffHM55Rw9KdUgiIiIi+7VhwwYuuOAC3G43L774YovbBgIBRowYkXidlZXF9u3b23zOPfn5bieRYHdnNo7RmwVANnXUhCPddwxG8r/pJp3jT+fYQfGnUjrHDoq/KUqwi4iItNELH27n1y9/TNR2AHh7c4US7CIiIpIWioqKWLp0KbfddhuzZ8/md7/7XbPbulwuPB5P4rXX6yUYDLb5nH37Zrcr1s5m2fGxGN6sxjFmDwTAbcSwLJt+/brnGOp1159xa6Vz/OkcOyj+VErn2EHxN6QEu4iISCvZjsM9//qMJW9vSSzzuAx+OF7JdREREUkPhmEwduxYFi5cyKRJk6isrCQ3N7fJbXNzcykvL0+8rqmpwe12t/mcu3ZV4zjtDrnTGOH4JKemN6txjI5DPiYmNuXbv2Tnzr6pCXI/DCOeJOquP+P9Sef40zl2UPyplM6xQ8+KHzom0a4Eu4iISCsEIzFu+fvHrCguSyzL87u587tjOezApm9KRURERLqLVatW8cYbb3D99dcD8ep0ANNsfmq2Qw45hBdeeCHxev369RQWFrb53I5Dt0zCuGO1ALi8WU3EaFBnZJDpBAjXdv8kUnf9GbdWOsefzrGD4k+ldI4dekb8HUWTnIqIiOzHrpowV/zlg6Tk+tfyM3jgB4cruS4iIiJpYfjw4Tz++OM8/vjjfPnll9x111184xvfIDs7m0AgQCQSabTPiSeeyDvvvMPbb79NNBplyZIlTJw4MQXRdw53rA4Ay5/V5PqQKz75aayusstiEhGR9KMEu4iISAtKdtZw0SPvsfbL6sSyCUPyuP/cwxmU509hZCIiIiKtV1hYyOLFi1m2bBmnnXYadXV13HHHHQBMmzaNlStXNtonPz+f66+/nksuuYSJEyeyceNGLr/88q4OvdN47PoEe9PtAUKueOLdCVZ1WUwiIpJ+1CJGRER6BNtxKN4RYHddhDy/m6L+WZhfcVrwVZvLmf38emrCscSy0w8dwC9OHInl0mfUIiIikl6OP/54jj/++EbLX3vttWb3Oe+885g4cSIlJSVMmDCBrKymq73TTdR28DnxSU49/hyamro1YmVBCAgrwS4iIs1Tgl1ERNLemi0VLFtdyubyOqIxG8tlMizfz4wJgxk/pE+7jvnkf7dy52ubiO3py2YAP/3mcH5w1IEYXzFxLyIiIpJOhg4dytChQ1MdRocKRWNkGnsS7BnZTSbYo1b8wwRXuLqJtSIiInEqvxMRkbS2ZksFC1ZsZGNZDRluk35ZHjLcJpvKaliwYiNrtlS06Xgx2+Hu10u47dW9yXWfZXLHd8dy3tGDlFwXERER6QGCEZuMPWl1dzMtYmLuPQn2aKDL4hIRkfSjBLuIiKQt23FYtrqUmnCM/lkefG4XpmHgc7soyPJQG46xbHUpdiunB68Nx5j55//wyDtfJJYVZHn40zmH8c2R/TprGCIiIiLSxYLRGJl7EuyGp+m2NzFPPPHujijBLiIizVOLGBERSVvFOwJsLq8j12c1qiw3DIMcn8Xm8jqKdwQYU9h0ZVK97dUhrl2+jo931CSWjS7I5O7TD6Yw29sp8YuIiIhIaoSiNhlGKP7Ck9nkNo4nJ75aFewiItICJdhFRCRt7a6LEI3ZePxNX848lklVKMruukiLx1m/vZpZyz+kLBBOLDt+eD6/Pm0MGR5Xh8YsIiIiIqkXjNiJCnY8mRBrYiNvvLLdY9c0sVJERCROCXYREUlbeX43lsskHLXxuRsnwsNRG8s0yfO7mz3GPzbu5Ka/bSAYtRPLfnDUgVx9wnBcpvqti4iIiPREwUgYv7GnuMKTBXWNtzG88Qp2X0wV7CIi0jwl2EVEJG0V9c9iWL6fTWU1eC0zqU2M4zhUBaOMLMikqH/jvpqO4/DwO1/w/1Z+Qn2HdpcBc797MN8amU8r27aLiIiISBqKBRtUpXsyoYknHk1fLgA+u7arwhIRkTSU8klOKyoqePfddykvL091KCIikmZMw2DGhMFkeFyUBcIEIzFsxyEYiVEWCJPhcTFjwmDMffqzR2M2C17ZyOIGyfVMj4vFZxzMD48d2vUDEREREZEuFQ3Gq9JjmGA1Pd+OyxevYM901CJGRESal9IE+wsvvMDJJ5/MLbfcwqRJk3jhhRf2u8/q1as59dRTOeaYY3jggQe6IEoREenOxg/pw+wpoxhZkEltxGZnTZjaiM3IgkxmTxnF+CF9kravDkb56dPreOaDbYllA3O83H/u4Rw7LL+rwxcRERGRFIiF4wn2oOEHo+m2gFZGvII9w6nF0eONIiLSjJS1iKmqqmLevHk8/PDDjB49muXLl3PnnXdy2mmnNbtPeXk5l19+ORdddBHf/va3ufbaaxkzZgzHHntsF0YuIiLdzfghfThqcB7FOwLsrouQ53dT1D+rUeX657vruPaZD/m0fO9jvocckM0d3x1H30xPV4ctIiIiIinihOJV6SHDT2Yz27gz4hXs2UYdoWbm/BEREUlZBXtNTQ1z5sxh9OjRABx00EFUVla2uM9zzz1HQUEBV155JcOGDeOKK67gySef7IpwRUSkmzMNgzGF2Xx9WD5jCrMbJdff/6KSix75b1JyfUpRAb8/61Al15vwyiuvcNJJJzF27FjOOussSkpKAPj4448544wzGD9+PLfddltSNVd714mIiIh0NSe8J8Fu+pvdxu2PV7BnU0tdJNYlcYmISPpJWYL9gAMOYNq0aQBEIhGWLFnCySef3OI+xcXFHHvssYlJ7A499FA++uijNp/bMDruq6OPly5fvXXcvXnsGnfv++pJY//7hh1c8ZcP2N1g8qqLjx3Crd8+CL/H1a3G3R1s2bKFOXPmMGvWLN544w0GDhzIDTfcQDgc5rLLLmPcuHE89dRTlJSU8PTTTwO0e52IiIhIKjiheIuYiKv5BLvhyQLAb4SpDTeeBFVERARS2CKm3oYNG7jgggtwu928+OKLLW4bCAQYMWJE4nVWVhbbt29v8zn79s1u8z5debx00VvHDb137Bp379Odx27bDh9uraK8Nkx+hodxA3MwzeQMteM4LH51I4te2ZhY5nYZLPzeoZxx1KBmj92dx90VSkpKuOaaa5g6dSoA5557LpdccglvvPEGgUCA2bNn4/f7ufbaa5k7dy5nnHFGu9eJiIiIpIIRiVewR1qoYHfce5vHhOpqIK+5ZjIiItKbpTzBXlRUxNKlS7ntttuYPXs2v/vd75rd1uVy4fHsfYzf6/USDAbbfM5du6rpiCfTDSOehOmo46WL3jpu6L1j17h717ih+499zZYKlv67lM/K64jYNm7TZGi+nwuPGZyY1DQctZn39495cf2OxH65Pos7vjuWIwfnsnNndaPjpnrc9edPtUmTJiW9/vTTTxk6dCgbNmzgsMMOw++P34gWFRUlWse0d11bdUSVf7uO0eDphu7KSIMY26Mnjqsnjgl65rh64phA4+qs80p6MaLxtoFRK6P5jSwfNgYmDpG6aqB/1wQnIiJpJeUJdsMwGDt2LAsXLmTSpElUVlaSm5vb5La5ubmUl5cnXtfU1OB2u9t8TsehQxMnHX28dNFbxw29d+wad+/THce+ZksFC1ZspCYcI9dnkWtZhKM2m8pqmP/yRmZPGcWofln8/LkP+e8XVYn9hvTxs+j0gxncx7/fMXXHcadKOBxmyZIlXHjhhZSWljJo0N7Kf8MwME2TyspKAoFAu9Y1d81vTkd/AOF2u1r1HzsjwwtAv36p/wBkf7rDhzSdoSeOqyeOCXrmuHrimEDjkt7N3FPBHnW1kGA3DIJ4ySBIJBjooshERCTdpCzBvmrVKt544w2uv/56IF6dDmCazbeFP+SQQ3jhhRcSr9evX09hYWHnBioiIt2G7TgsW11KTThG/ywP9XNy+NwuvJZJWSDMH9/azK6aCF9U7n3C6ajBudz2nbHk+tv+oWxvt2jRIjIyMjj77LNZtGhR0pNksPdpsn2fMmvturYm2Dvi6YKGTwpEIrFWJdhra0NkQ5NPPnQXqX4Co7P0xHH1xDFBzxxXTxwTaFyddV5JL649FeyxlirYgaDhJ8MJElWCXUREmpGyBPvw4cO58sorGTZsGCeccAKLFi3iG9/4BtnZ2QQCAbxeb6Pq9BNPPJFbbrmFt99+m6OPPpolS5YwceLEFI1ARES6ku04vLR+Bx/vqMHvNhs9j20YBm6Xwdqt1TS8p/7OuEJmTxmF25Wyeb3T1ltvvcVjjz3GE088gdvtJjc3l40bNyZtU/80WXvXtVXKni5w9p6/u+upT2D0xHH1xDFBzxxXTxwTaFzSu9Un2G13ywn2kOmHWAXRkBLsIiLStJRlGwoLC1m8eDHLli3jtNNOo66ujjvuuAOAadOmsXLlykb75Ofnc/3113PJJZcwceJENm7cyOWXX97VoYuISBdbs6WCq59ay2/+8Qm76yJsrw5RWlFHTTiW2KaiNsK26nBScv3KicO46ZTRSq63Q2lpKddddx0333wzI0eOBOJPkr3//vuJbT7//HPC4TC5ubntXiciIiKSClYsnmB3rJYnLg2bPgDscE2nxyQiIukppT3Yjz/+eI4//vhGy1977bVm9znvvPOYOHEiJSUlTJgwgaysrM4MUUREUqxhz/UMt0kgZAAOwajNl1VBBmR7qQnHKK+NJPZxuwzmTT2Ik0YXpC7wNBYMBpk5cyaTJ0/mpJNOoqYmfkN59NFHU11dzfLly5k+fTr33nsvxx13HC6Xi/Hjx7drnYiIiEgquGN1ADj7qWCPmPFJ2u2QEuwiItK0lE9y2h5Dhw5l6NChqQ5DREQ62b491wF2B6OEIjEsEyK2w9bKILEGZetu0+Cesw/jkIE5KYo6/b355puUlJRQUlLCE088kVj+6quvMm/ePGbNmsXtt99OLBbjoYceAsCyrHatExEREUkFtx1PsONpuWgvUj8JqirYRUSkGWmZYBcRkd6heEeAzeV15PqsxISm/TLdfFllE4k52Pts7zYNfnXqaCXXv6LJkydTXFzc5LpBgwbx8ssvs3btWo488kjy8/OT9mvPOhEREZGu5tlTwW54Wm4RE3PFK9iJKMEuIiJNU4JdRES6rd11EaIxG49/7+Uq02PRN8Nme3U4adtcn8UvvzWaE0b06+owe53CwkIKCws7dJ2IiIhIV/I68QS76d1Pgt2KV7CbkdpOj0lERNKTEuwiItJt5fndWC6TcNTG5473664ORdkRSJ7MdMLQPH5z+sF4NJmpiIiIiLSC165PsLfcIqa+R7sRVYJdRESapkyEiIh0W0X9sxiW76cqGMW2bcprw3y+O4jdILs+tI+f/zvjECXXRURERKTV/AQBcO2nRYy9p4LdpQp2ERFphrIRIiLSpWzHYf32alZtLmf99mpsx2l2W9MwmDFhMH63yeaKYKO2MP0y3Vw/eSTmnv7sIiIiIiKt4XVCAFjejJY33JOAd8WUYBcRkaapRYyIiHQq23Eo3hFgd12ErZVBXvu4jM8qgkRjNpbLZFi+nxkTBjN+SJ8m9x9TmE2O383nlaHEMtOAcQOyuXzisGb3ExERERFpiuM4eIkXbrh9LSfY6ydBtfZMiioiIrIvJdhFRKTTrNlSwbLVpWwur6MuEqMmFMUwDPpluumX5SEctdlUVsOCFRuZPWVUo2T5l1VBrnlmHSU791YMDenj57pJIzhmWB9VrouIiIhIm4WiNtl7Euye/VSwG554j3aPrQS7iIg0TQl2ERHpFGu2VLBgxUZqwjFyfBbVwUh8YlLHYVdtBI9lkumx8FomZYEwy1aXctTgvETSfN2XVcxa/iHltZHEMU8c1Y+5pxYlJjwVEREREWmrUCSG32hdBXt9j3Yl2EVEpDnqwS4iIh3OdhyWrS6lJhyjf5YHgHDMwTINLNPAth121kSwbZtg1MYyDTaW1bB+ezUArxSXcdkTHyQl1y8YP5gF3xmj5LqIiIiIfCWhcDDxvcvtb3Fbl6++gj3Y4nYiItJ7qYJdREQ6XPGOAJvL68j1WRiGQcx2cADDMDAAlxmvHPqsIkh0zzrHcZj/8sccVJjNc+u2J47lMg3mTB7FtEMGpGo4IiIiItKDhIN72w86lq/Fba09CXafowp2ERFpmhLsIiLS4XbXRYjGbDz++GXGZcYT647jYBgGjuMQc8CJ2liuva8/La/j47K9NzzZXovbp43l6CF5TZ6n4QSqeX43Rf2z1JddRERERFoUCcXfb9oYYLpb3Nbti7eI8RNMvJcVERFpSAl2ERHpcHl+N5bLJBy18bld+NwuvJZJMGpjGBC149u5TDANg7DtgAGRmJM4xqBcH7/53sEMy2+6L2bDCVSjMRvLZTIs38+MCYMbTZYqIiIiIlIvEo5Xo4fwwH4S5m5fNgAZBKmLOXgtJdhFRCSZerCLiEiHK+qfxbB8P1XBaLzSB+ib6cE0IBK14+1i9mwbjtnYDth7c+u4XQazp4xqMbm+YMVGNpbVkOE26ZflIcNtsqmshgUrNrJmS0VnD1FERERE0lR0TwV7GM9+t/X66xPsIerCsU6NS0RE0pMS7CIi0iTbdli/rZpVm8tZv70a23H2v9MepmEwY8JgMjwuygJhgpEYfrdJ3wxPUpHQvol1gByvi2yvi1gz59t3AlWf24VpGPjcLgqyPNSGYyxbXdqmeEVERESk94jtqWAPG979bmt497SIMcLUhsKdGpeIiKQntYgREZFG1myp4JFnP2Ljtmoi7Wy/Mn5IH2ZPGZVo41IVimKZJgcVZlNaUQsGVAWTq4Dy/Ba5XhfBWLzNTFP2nUC1IcMwyPFZbC6vo3hHgDGF2e37AYiIiIhIj1WfYI8Ynv3WsDvuvU9UhoMBILPzAhMRkbSkBLuIiCSpb79SF7XJ9rjI9VuEo3ai/crsKaPalGQ/anBe0kSkI/plcNaS/7C1KpS0rWFAIBSjJhRjRL8MivpnNXnMfSdQ3ZfHMqkKRdldF2nbwEVERESkV0gk2E3v/pvEuHzEMHFhE64LAIWdHZ6IiKQZtYgREZGEhu1XBuT4OqT9imkYjCnM5uvD8vlafga/+tvHjZLrLhMsI37+mOOwqzbCO6W7mzxewwlUmxKO2lim2WwFvIiIiIj0bnYkCEDU3H+LGAyDIPHtwnXVnRmWiIikKSXYRUQkoS3tV9pqV02Yy//yAa98XJa0PH4hMnAw8LtdHJjrw7adZhP5+06g2pDjOFQFowzL9zdbAS8iIiIivZsTjVewtyrBDgQNPwCxUNvfA4uISM+nBLuIiCQk2q9YTV8ePJZJ1Lbb3H5l084aLnrkPdZ9ubfqx+MyGJLnY0i+n4E5Xgbl+Rjcx0+W12oxkd/UBKq24xCMxCgLhMnwuJgxYTDmPh8QiIiIiIgAOJF4gt1uZYI9ZPoAiIVqOi0mERFJX0qwi4hIQme0X1m1uZxLHv0vXzZoC/ONr/Uhy+PC73Hhd7vI8lr43S7qU+L7S+TXT6A6siCT2ojNzpowtRGbkQWZbeoRLyIiIiK9UDTeIibmal2CPWzGK9htVbCLiEgTNMmpiIgk1Ldf2VRWQ6YvOYle335lZEFmq9uvPPnfrdz52iZiezq5GMBPvzmcIwbl8Ivn1hOO2vjcrkb7tSaR39QEqkX9s1S5LiIiIiIt25Ngt12+Vm0e2ZNgdyKqYBcRkcaUYBcRkYT69isLVmxkW1WIbI+Jx4pXtFcFo61uvxKzHRat/ITH3v0iscxnmfz6tDF8c2RfbMdJJPK9lpnU770tifz6CVRFRERERFrL2JNgd1pZwR5x7Umwh2s7LSYREUlfahEjIiJJxg/pw5yTRzHmgGzq2tF+pTYc47pnP0xKrhdkefjTOYfxzZF9AfVRFxEREZHUqU+w21brKtijroz4fqpgFxGRJqiCXUREGhk/pA+nHD6Ytz76koo2tF/ZXh3i2mfW8XHZ3puPov5Z3D19HP2zkyuE6vuoL1tdyubyOqpCUSzTZGRBJjMmDFYfdRERERHpFKYdjn/TygR7zIpXsBsRVbCLiEhjSrCLiEiTTNNgzIBsHKd126/fXs21z3zIzppwYtkJI/oyb+pBZHga91kH9VEXERERka5nxuIV7OxJnO+PbcUr2M2oKthFRKQxJdhFROQr+8fGndz0tw0Eo3Zi2Q+OOpCrTxiOy2w5Wa4+6iIiIiLSlVx2KP5NKyvYHXdmfL9oXWeFJCIiaUw92EVEpN0cx+HPa0r5xXMfJZLrLgNmTx7JNf8zYr/JdRERERHpOq+88gonnXQSY8eO5ayzzqKkpGS/+1x22WUUFRUlvi688MLOD7STWbF4gt2wWjfJqeOOV7C7omoRIyIijamCXUSkl7Mdp1GLFlcrWrREYzYLX93Es2u3JZZlelzc9p2xHDNM/dNFREREupMtW7YwZ84cbr75ZiZMmMC8efO44YYbeOyxx1rcb926dTz//PMMGDAAAMtK/zSC24kn2E1361rEsKeC3R1Tgl1ERBpL/yujiIi025otFYlJRqMxG8tlMizfz4XHDObUfs23bakORrn++Y9Ys2V3YtnAHC+/+d7BDO+b2QWRi4iIiEhblJSUcM011zB16lQAzj33XC655JIW99m2LV5IMXr06E6PrytZe1rEGO7WtYgxPJl79gt2WkwiIpK+lGAXEeml1mypYMGKjdSEY+T6LDx+i3DUZlNZDfNf3khuTgaj8xo/Nvv57jqueWYdm8v39qA85IAc7pw+lvwMT1cOQURERERaadKkSUmvP/30U4YOHdriPh988AGxWIwTTjiBqqoqJk2axM0330xubm5nhtrp2lrBbnqyAPDY6sEuIiKNKcEuItIL2Y7DstWl1IRj9M/yYOxpCeNzu/BaJmWBMH9YWcJd08ZgsLddzPtfVHLdsx+xuy6SWHZyUQG//FYRXkvTeoiIiIikg3A4zJIlS/bbT33z5s2MGzeO66+/HtM0mT17NnfffTdz585t0/la0X2wS3mcMACm15+IraUYXb54D3avXdftxtKa+LuzdI4/nWMHxZ9K6Rw7KP6mKMEuItILFe8IsLm8jlyflUiu1zMMgxyfRcmOAMXbAxxUGG8V89L6Hdzy92IiMSex7SXHDuHS44Y2OoaIiIiIdF+LFi0iIyODs88+u8XtLr30Ui699NLE6+uuu46rr766zQn2vn2bbz2YChXEE+x5+fmJ2FqKMdC3AACfE6RfC20UU6m7/YzbKp3jT+fYQfGnUjrHDoq/ISXYRUR6od11EaIxG4+/6cuAxzIJRKLsrovgOA73rdrCvas+S6x3uwxuPHk0U8cWdlXIIiIiItIB3nrrLR577DGeeOIJ3G53m/bNycmhoqKCcDiMx9P61oC7dlXjOPvfrqt4nDAYUBsy2LWrmr59s1uMMRSNv2f2OUF27qzuwkj3zzDYb/zdWTrHn86xg+JPpXSOHXpW/NAxiXYl2EVEeqE8vxvLZRKO2vjcrkbrw1Ebt2mQ4XFx09828PcNZYl1uT6LO747jiMGpXfvTREREZHeprS0lOuuu46bb76ZkSNH7nf7q6++mh/96EccfvjhAKxdu5aCgoI2JdcBHIduk4SxHQfvngp2y+NPxNVSjJY3PsmpnzqittMtn97sTj/j9kjn+NM5dlD8qZTOsUPPiL+jqGGuiEgvVNQ/i2H5fqqCUZx9riqO41AVjDI4P4P/t/LTpOT6kD5+HvjBEUqui4iIiKSZYDDIzJkzmTx5MieddBI1NTXU1NTgOA6BQIBIJNJon9GjR7NgwQLef/99Xn/9dRYvXsy5556bgug7Tjhq42uQYG8Njz9e3ZhJiFDU7rTYREQkPSnBLiLSC5mGwYwJg8nwuCgLhAlGYtiOQzASoywQxu0y+HRnDe9vrUrsc/TgXB74weEM7tO6GxERERER6T7efPNNSkpKeOKJJzjyyCMTX1988QXTpk1j5cqVjfaZOXMmI0aM4KKLLmL+/Pmcc845zJw5MwXRd5xQgwS725vRqn08GTkAeI0IwVC402ITEZH0pBYxIiK91PghfZg9ZRTLVpeyubyOqlAUyzQpyPLwWUUddZG91TnfPXgA108eidulz2VFRERE0tHkyZMpLi5uct1rr73W5HK32838+fOZP39+Z4bWpcLRGD4jXq1vtrKC3fTsTcSHggHIUsGJiIjspQS7iEgvNn5IH44anEfxjgDltWFe/XgnL3y4HbtB15irjv8a548f1C17TYqIiIiItEU4VLf3heVr3U4uL1FMLGzCddVAQafEJiIi6SmlpYivvPIKJ510EmPHjuWss86ipKRkv/tcdtllFBUVJb4uvPDCzg9URKQL2Y7D+u3VrNpczvrt1didPGuIaRhUBSPc9somnl+3N7luGnDpcUO4YMJgJddFREREpEeIhmsT3zuuVibYDYM64ttGgoHOCEtERNJYyirYt2zZwpw5c7j55puZMGEC8+bN44YbbuCxxx5rcb9169bx/PPPM2DAAAAsS0X4ItJzrNlSkWjZEo3ZWC6TYfl+ZkwYzPghfTrlnG9+sos5f12f1BLGZUCWz82LH+3g8ANzO+3cIiIiIiJdKRoOxv/FBJe71fsF8ZFNLTEl2EVEZB8pq2AvKSnhmmuuYerUqfTr149zzz2XdevWtbjPtm3bgPhM5jk5OeTk5JCR0bpJSUREurs1WypYsGIjG8tqyHCb9MvykOE22VRWw4IVG1mzpaLDz7m9OsiNL2xISq57LZOv9c1gcB8/teEYy1aXdnoVvYiIiIhIV4jtqWAP42nTfiEz3nc9GlKCXUREkqUswT5p0iTOPffcxOtPP/2UoUOHtrjPBx98QCwW44QTTuDwww/nmmuuobKysrNDFRHpdLbjsGx1KTXhGP2zPPjcLkzDwOd2UZDl6ZRE98c7Alzw0HvUhGOJZZkeF0P7+HG7TAzDIMdnsbm8juIdupEQERERkfQX3dODPWR427RfyIi3iLFDNR0ek4iIpLdu0V8lHA6zZMmS/fZT37x5M+PGjeP666/HNE1mz57N3Xffzdy5c9t0vo5qJVx/nN7Wmri3jht679g17s4/18fbA3xWXkeuz2rU77w+0f1ZeR0f7wgwZkD2Vz7fP0sat4Xp43dTmO1JOr/HMqkKRamsi/SK//6p/l3vDT9jERERkVSyI/EEewQ3bXnrFTb9EAM7rAS7iIgk6xYJ9kWLFpGRkcHZZ5/d4naXXnopl156aeL1ddddx9VXX93mBHvfvl89OdWZx0sXvXXc0HvHrnF3Hrs8SMyBDK8b02z8Vj/DNAlEQtgeN/36tT8ex3F44K3N/PqFjxKTmQIUZHkYkOtvtH0MA6/lYtgBeV/pvOmmt/6ui4iIiPR0iQS74W1Tk5iIyw8RcFTBLiIi+0h5gv2tt97iscce44knnsDtbv0EIwA5OTlUVFQQDofxeFp/ady1q5qO6LJgGPEkTEcdL1301nFD7x27xt354zbDEVwG1IYi+NyuRuuDkRiuPdvt3FndrnNEbYe7XtvEX/77ZWJZhtvF4D4+dgbCRCLRpOp1l8ukoibEyH6ZFHqNdp83naT6d73+/CIiIiLSOezwngS72bYEe9S1pxglogS7iIgkS2mCvbS0lOuuu46bb76ZkSNH7nf7q6++mh/96EccfvjhAKxdu5aCgoI2JdcBHIcOTZx09PHSRW8dN/TesWvcnWd0/yyG5vvZVFaD1zKTEt2O41AVjDKyIJPR/bPaFUsgFGX2X9fz9ua9E6UWZnv5zenj2F0XYcGKjZQFwuT4LDyWSThqU10TIcPtYsaEwRgYveq/fW/9XRcRERHp6ZxIEICI0bY8QtSVAYChBLuIiOwjZZOcBoNBZs6cyeTJkznppJOoqamhpqYGx3EIBAJEIpFG+4wePZoFCxbw/vvv8/rrr7N48eKkiVJFRNKVaRjMmDCYDI+LskCYYCSG7TgEIzHKAmEyPPFEt9mOJt1fVgW55LH/JiXXh/Txc8PJoxjRL5PxQ/owe8ooRhZkUhux2VkTpi5iM+aAbOacPIrxQ/p05FBFRERERFInGq9gj5q+Nu0Ws+oT7LUdHpKIiKS3lFWwv/nmm5SUlFBSUsITTzyRWP7qq69ywQUXMGfOHCZPnpy0z8yZM9m6dSsXXXQRffv25ZxzzmHmzJldHbqISKeoT3QvW13K5vI6qkJRLNNkZEEmMyYMbleie92XVcxa/iHltXs/tPRaJoFghFtf3siwfH/i2EcNzqN4R4DddRH6+N18Y+wBlJcHVMktIiIiIj2GEw0BEDPbVsFuu+MJdldMCXYREUmWsgT75MmTKS4ubnLda6+91uRyt9vN/PnzmT9/fmeGJiKSMvsmuvP8bor6Z7Wrcn1FcRlzXyomFLUTy3yWyYBsD163i3DUZlNZDQtWbGT2lHil+pjCeP9vw6DJyVZFRERERNJaNN4iJuZqWwW7484EwIwqwS4iIslSPsmpiIgkMw0jkehuiu04LSbgHcdh6epSfv/m5sQyA8jwuBic50v0d/e5XXgtk7JAmGWrSzlqcF67EvkiIiIiIunCqE+wm9627bingt2K1XV0SCIikuaUYBcRSSNrtlQkWshEYzaWy0xq8xKO2sx/ZSMvfLg9sU+mx4XHZZLntzAMA8dxCEZtYraDyzTI9rrYXF5H8Y5Ai4l9EREREZF0Z8TiCXbb1dYEe7yC3a0WMSIisg8l2EVE0sSaLRUsWLGRmnCMXJ+Fx28ltXm56oSv8ei7W3nv88rEPoPyfMyYMJg/vrkZj2VSE46ysyZCOGrjEK9s97gMLJfB7rrGk0uLiIiIiPQk9RXsjtW2FjGmtz7BHuzwmEREJL0pwS4ikgZsx2HZ6lJqwjH6Z3katXnZVhXil38rJtig3/oRB+Zw+7RxfFkdxHKZVNZF2FUbwd5TuW4ADhCK2oSisLVSNwsiIiIi0rOZ7axgNzxZAHhttYgREZFkZqoDEBGR/SveEWBzeR25PiuRXK9XG7GpCkWTkuunje3Pb888lLyMeI/2oX187KqJJ9ct08A0DAwj/q8DGIbBax/vxHacLh6ZiIiIiEjXcdkhAJw2TnJq7alg9zpKsIuISDIl2EVE0sDuugjRmI3HMhst31JRh90gL375N4bxq28VJbY1DYMTRxdgOw4OJL5sxyGyp5q9X6aHzyrifdhFRERERHoqMxZPsONuW4Ld5dtTwe7oqU8REUmmFjEiImkgz+/GcpmEozY+twvHcSirCbOrJrlv+pXHD+PCCUOAeAK9eEcgnpy3HTI9FlHbJhxzcBwHA/BZJn0zPfjdJjtrwurDLiIiIiI9Wn0FO5a/Tfu5vfEEu98JonfMIiLSkBLsItKkhsnZPn4338jPSnVIvVpR/yyG5fvZVFaD22XwZVWI6lAssd4AxgzI4oLxg4H4hKjLVpeyubyOaCw+oWkwGqNPphu/5SK2p3Ld53ZhAMFIDMs0yfO7UzI+EREREZGuYCUS7G2rYHf74/dDGQSp7OigREQkrSnBLiKN7JucdbtMRv27lB8ccQBHD+6T6vB6JdMwmDFhML/++8d8squOaIOeMC4D+md5+MnxXwPgqfe3cv+qLYRjNn0y3Hj9FqFIjOpglLLqMAfm+sjy7v3z7zgOVcEoIwsyKeqvD1JEREREpOdy70mwm21sEePxZ8f/NaJEwyEsT9smSRURkZ5LCXYRSbJmSwULVmykJhwj12fh8VuEozbrv6xmflmA2VNGMX6Ikuzt1fDJgDx/fAJSc59JS5vTJ8NDMGonJdc9LoNDBuZw8bHxtjBXPfkB//2iikjMwTQgajv0zfSQ6bEYkANfVAb5sirEoDwDrxVvOVMVjJLhcTFjwuBWxyIiIiIiko4sJwy0PcHu3ZNgBwjVBZRgFxGRBCXYRSTBdhyWrS6lJhyjf5YHY0+y1ed2kelz8+XuOpatLuWowXlKxLbDvk8GWC6TYfl+ZkwYvN8PLf71aTlz/rqemvDetjDf+Fo+l3x9CGMHZPNO6W4WrNhIZTBKzAHLZcRbv0RtvqwKckBOvGq9f5aH8toI1cEo1QZYpsnIgsxWxSAiIiIiku7qK9gNdxt7sHu8RBwXbiNGqK6azNy+nRGeiIikISXYRSSheEeAzeV15PqsRHK9nmEY5PgsNpfXUbwjwJjC7GaOIk1p7smATWU1LFixscUnA/7y363c+dom6gvXDeBn/zOcc488EMMwkj4YyfG6qAnHMIn/NzMNiNgOu2rCZHj85PrdhGM2Fx07hCF9/G2uohcRERERSWce4gl2VxsT7IZhUIuPXGqIBKs7IzQREUlTSrCLSMLuugjRmI3H3/SfBo9lUhWKsrsu0sWRpbeWngzwWiZlgXCTTwbEbIdFKz/hsXe/SCzzu01+fdoYThixt2Km4QcjDvEEfP2/EO/RHoraBCMxDMDtcnHowBx9SCIiIiIivY6nvkWMp20JdoA6oz7BXtPRYYmISBozUx2AiHQfeX43livel7sp4aiNZZrk+d1dHFl6a8uTAfVqwlGue/bDpOR6/ywPf/r+4UnJdWjwwYhl4rNMPJZJzHZwHCdxDgeIxuL91ofl+zWZqYiIiIj0Sh4nXixkeTPavG/QiPdtjwUD+9lSRER6EyXYRSShqH8Ww/L9VAWjieRsPcdxlJxtp4YJ8KZ4LJOobSeeDNhWFeTHj73Pm5+UJ7Yp6p/FAz84gqLCxj/7hh+MGIZBv0w3pmkQtR1sx8G2bXAcqkMxTWYqIiIiIr2al3gFe1tbxACE9yTYoyEl2EVEZC8l2EUkwTQMZkwYTIbHRVkgTDASw3YcgpEY26pCSs62U1ueDFi/vZqLHvkvG8v2Pnb6zRF9+dM5h9E/29vk/vt+MJLpsTggx4vX7cJ2IGqDyzQo6p/VYq93EREREZGezHYcfHsS7G5v2xPsITO+jx1WixgREdlLCXYRSTJ+SB9mTxnFyIJMaiM2O2vC1EVsxhyQzZyTlZxtj9Y+GfBlZbxyfWdNOLH+h0cP4rZpY/G7Xc0ef98PRurCUQwg2xNvGZOfYXHtpBH835mH6L+fiIiIiPRa4UgUrxF/atTdjhYx4T0JdkcJdhERaUCTnIpII+OH9OGowXkU7wiwuy5CH7+bb4w9gPLyAPvkh6UV6hPgC1ZspCwQJsdn4bHiFe1VwSh+t8nAXB//+/x66n+8LgN+MXkU3zv0gFado/6Dkf+38hM+2VVL1I4fyTINBvXJZEgfv548EBEREZFeLRyqS3zfngR71KUEu4iINKYEu4g0yTQMxhRmA2AYYJpKzn4V9QnwZatL2VxeR1UoimWaDO+Xgcdl8swH2xLb+t0mV53wNaYfMqDJY9mOk/jwI8/vpqh/ViJ5XhOO4Xe78LlNvJaJaRiUVYdYsGKj2sOIiIiISK8WDdUmvnd52t4iJurak5QP17a8oYiI9CpKsIuIdJF9nwxwmwb3v72Ftz6tSGzjMsDjMlm2+nNWbtrFjAmDk5Lia7ZUJJL00ZiN5TIZlu/n/PGD+POaz6kJxzggx4vRoFrdZ5mUBcIsW13KUYPzVMkuIiIiIr1SZE9iPOK4wGx7OiRmxRPsRkQV7CIispd6sIuIdKH6JwMG5/lZ+Mom/lNamVhnmQYH5voYkOMlw22yqayGBSs2smZLPAG/ZksFC1ZsZGNZDRluk35ZnsR28176mI931JDrs5KS6wCGYZDjs9hcXkfxjkCXjldEREREpLuIhuMtYkKGp13721a86t2MKsEuIiJ7KcEuIt2G7Tis317Nqs3lrN9ejd1DG76//0UlFz3yXz6r2NsD0uMyGN7XT6bXwjQMfG4XBVkeasMxlq0uJWrbLFtdSk04Rv8sDz63K3m7SIxAKIrbavrPuscyido2u+siXTVMEREREZFuJRoOAhCinQl2dyYArmjdfrYUEZHeRAl2EekW1myp4Oqn1vLzZz9i7ovF/PzZj7j6qbWJ6u2e4sX127n8Lx8kJbozPS4G5nhxmcl/khtWnr+8oYzN5XXNVqhney1ijkMgGG3yvOGojWWa5PndHT8o6bEqKio48cQT+fzzzxPL5s2bR1FRUeJrypQpiXUff/wxZ5xxBuPHj+e2227DafAhWUvrRERERLqCvadFTLidCXZnT4sYV0w92EVEZC8l2EUk5VpqfdKwRUo6cxyHe/+1mV/+rZhILJ5YdLsMzh8/CJ9l4nW7mtyvvvJ8W1WQaMzG00yFepbXhcswqA5FGyUuHcehKhhlWL6fov5ZHTsw6bHKy8u57LLL+OKLL5KWf/jhh9x7772sWbOGNWvW8MwzzwAQDoe57LLLGDduHE899RQlJSU8/fTT+10nIiIi0lVie1rEhA1v+w6wp4LdUgW7iIg0oAS7iKSU7Tgttz7Z0yIlndvFhKI2N/1tA39atSWxLM/v5rdnHsLIfpnEHKgONk6Mw97K8wE5PiyXSThqN3mOSMwhy2uR4bEoC4QJRmLYjkMwEqMsECbD42LGhMGa4FRa7dprr2Xq1KlJy6LRKB9//DFHH300OTk55OTkkJUV/9DmjTfeIBAIMHv2bIYMGcK1117Lk08+ud91IiIiIl3FjsRbxETN9lWwG554gt1tq4JdRET2UoJdRFKqeEegxdYn6T45Z0VtmCv+8gF/31CWWDa0j59r/udrLHl7C79/czM1oSjbqkNsqaijJry3xUvDyvOTDypgWL6fqiYS8fXbje6fyS9PGc3IgkxqIzY7a8LURmxGFmQye8ooxg/p02XjlvQ3b948ZsyYkbSsuLgYx3GYPn06hx56KBdffDFbt24FYMOGDRx22GH4/fHJv4qKiigpKdnvOhEREZGuYkfileeRdk5yanjjCXaPHeywmEREJP1ZqQ5ARHq33XWReOsTf9N/jjyWSVUompaTc366q5afPbOOrZV734AfPSSPc44YyOKVn1ATjpHrs3DneNlWFaQuYrO1MsSAHHCbBlXBaKLy3DJNZkwYzIIVGykLhMnxWXiseEV7w+3GD+nD0UPyKN4RYHddhDy/m6L+WapclzYbPHhwo2UlJSWMGjWKG2+8kT59+nDrrbfyy1/+kvvuu49AIMCgQYMS2xqGgWmaVFZWtrguNze3TXF1xK9yu45hdNz5O4uRBjG2R08cV08cE/TMcfXEMYHG1Vnnle7PqU+wm+1rEePyxp/c89hqESMiInspwS4iKZXndydan/ia6EOerpNz/vuzCv73+Y8IhGKJZd89eAC/OGkE1y7/MNESxzAMfICZ62dnIERdxGZ7VYg+GW5GFmQmkuYA44f0YfaUUSxbXcrm8jqqQlEs02y0nWkYjCnMTsWwpYebNm0a06ZNS7y+6aabmDx5MoFAAJfLhceTXA3m9XoJBoMtrmtrgr1v34793Xa7XdCKFlQZGfEb8X79uv//Wx39M+oueuK4euKYoGeOqyeOCTQu6YXqW8S0swe7a08Fu89Rgl1ERPZSgl1EUqqofxbD8v1sKqvBa5lJbWLqW5+MLMhMq8k5n/ngS257ZSN75jLFAK464Wv88OhBbGimJU6mx0VGfgZVdRHqIjZXHv81vjWmf6PK8/FD+nDUYFWoS/eQk5ODbdvs2LGD3NxcNm7cmLS+pqYGt9vd4rq22rWrujX58BYZxt7kSyQSa1WCvbY2RDawc2f1Vzt5J6ofV0f8jLqTnjiunjgm6Jnj6oljAo2rs84r3Z+zJ8Eea2cFu9sXvyfxOiHCHRaViIikOyXYRSSlTMNoVeuTdEggx2yH3/7zUx76z+eJZV7LZN7Ug5g0qh/QckscA8jyuqgJx9hWFaR4R6DJ5Lkq1CVVFixYwGGHHZaY/HTt2rWYpskBBxzAIYcckjRx6eeff044HCY3N7fFdW3lOK3Kh3c8Z+/5u7uU/Yw6WU8cV08cE/TMcfXEMYHGJb1QbE+C3dW+BLvli78Hz6BOCXYREUnQJKciknL1rU/SeXLOukiM65/7KCm53i/Tw73fPyyRXIfkljj7qglH2VIRpDoU5ZF3vuDnz37E1U+tZc2Wii4Zg8j+jBkzhkWLFrFmzRpWrVrFvHnzOP300/H7/YwfP57q6mqWL18OwL333stxxx2Hy+VqcZ2IiIhIVzGi9Ql2X7v29+ypYHcTg5hS7CIiEqcKdhHpFtK59UlZIMS1z3zIhh2BxLJRBZncPX0cA3KS37w31xKnJhzly6oQ0ZiDzzIpzPESidpsKqthwYqNafNBg/Rs06dPp6SkhCuuuILMzEwmT57MtddeC4BlWcybN49Zs2Zx++23E4vFeOihh/a7rjvI3vUlObu2Uja4iLA/fdpRiYiISNsYeyrY7Xa2iPH4MxPf26EAZkZ+h8QlIiLpTQl2Eek20rH1SfGOANc+s44dgb0VLBOH5/Pr0w4i09P4T2xTLXHcLoMd1WGiMQeXCQXZXlyGgcvtwmuZlAXCLFtdylGD89LiAwfpWYqLi5Nez5o1i1mzZjW57eTJk3n55ZdZu3YtRx55JPn5+a1al0rZu7bSb+smALIqtlOuBLuIiEiPZURDADhW+yrY/T4/IcfCa0QJBwP4lGAXERGUYBcRabc3SnZx4wvrqYvsbfdyzpEH8rNvDsdlNp8Ir2+Js2x1KZvL6wjWxgjHbHyWSUG2l0zP3rYZhmGQ47PYXF5H8Y5A2n0AIb1PYWEhhYWFbV6XCvbG9fT9YlPita+mMoXRiIiISGcz91SwO+3swe61TOrw4iVKuC5A+9L0IiLS0yjBLiLSAtt2WL+tmooGbWsM4NF3v2DRPz6pn/cQ04BZk0Zy9hEDW3Xchi1xVn1aziPvfEFhTrxyfV8ey6QqFGV3XaTjBiYi2B+8gwHUZOeTWV2OJ1iDEYviuPT2SEREpCdyJRLs7UuNG4ZBLT7yqCEarO7I0EREJI3pDlJEpBlrtlTwyLMfsXFbNZGYjeUyGdrHh9ft4p8l5YntMj0u5n97DMd9rW2PiDZsifP0B9uIRG1c7saTPoajNpZpkud3f7UBiUgSZ1cZAIH8AXhCtbjDQXy1VdRl63FvERHpmV555RUWLFjAl19+ybhx41i4cCEjRoxocZ/Vq1fzq1/9ivLyci677DIuuuiiLoq247nsPS1i3P52HyNoxJPzkWBgP1uKiEhvYaY6ABHp+WzHYf32alZtLmf99mpsx9n/Tim2ZksF81/eyPovq/C7TfplefC5DN77vCopuT4g28t95x7e5uR6Q/UTn1YFozj7/Gwcx6EqGGVYvp+i/uoNLdJRHMeBnTsAiHj9BDNzAfDVVKUyLBERkU6zZcsW5syZw6xZs3jjjTcYOHAgN9xwQ4v7lJeXc/nll3Paaafx+OOP8/zzz/P22293UcQdz9qTYDes9rWIAQga8eR8NFjTITGJiEj6UwW7iHSqNVsqEr3Go3uqwIfl+5kxYTDjh/RJWVy241C8I8DuBq1f6icQtR2HZatLqQnHGJjnJxazCcdstlWHidh7E+DjBmRz5/Rx9Mv0fKVYmpr41GOZhKM2VcEoGR4XMyYM1gSnIh2puhIiYRwMIh4fwYwcsiu2qw+7iIj0WCUlJVxzzTVMnToVgHPPPZdLLrmkxX2ee+45CgoKuPLKKzEMgyuuuIInn3ySY489titC7nAuOxz/5itUsIdNH8TADqmCXURE4pRgF5FOs2ZLBQtWbKQmHCPXZ+HxW4SjNpvKaliwYiOzp4xKSZK9uaT/+eMHkeW1eLV4Jx9uC5DtiT/kUxeOUVoZJNYgue61TK75n+GtTq63lNCHxhOfVoWiWKbJyILMlH8YIdITOYnqdR8YZqKC3VtXjWHbOKYe8hMRkZ5l0qRJSa8//fRThg4d2uI+xcXFHHvssRh73rceeuih3H333Z0WY2fbW8He/ulJw6Y/nmAPq4JdRETilGAXkU7RsAq8f5Yn8abc53bhtUzKAmGWrS7lqMF5XVqZ3VzSf/22aq55+kMcIGY7OEAgBDtrI0RiyW1b8jPcgENtJNbqc7amir/hxKfNJeJFpGPsTbBnABD1+IhabqxoBG9ddSLhLiIi0hOFw2GWLFnChRde2OJ2gUAgqUd7VlYW27dvb/P5usvbWbcTT7CbnoxETPv+uz9hM/7ewQnXdItxtTX+7iad40/n2EHxp1I6xw6KvylKsItIpyjeEWBzeR25PiuRXK9nGAY5PovN5XUU7wgkJvrsbM0l/WOOQ23EJrqnQt0yILonp94oue638FkmUdtp1aSjba3ibzjxqYh0ogb91wEwDEIZOVhVu/DUBZRgFxGRHm3RokVkZGRw9tlnt7idy+XC49n7xKbX6yUYDLb5fH37do/3t7VOvEVMdl4O/folx9TaGB13BoTAY4QaHSOVusvPuL3SOf50jh0Ufyqlc+yg+BtKaYK9t89gLtKT7a6LEI3ZePxN/5nxWCZVoSi76yJdFlNTSX/HcdgZCCeS67DnU8wm5mF1GVAZirE7GCXLa1EdjLZ4vu5axS8i4OxKrmAHiLrjj4u7IqGUxCQiItIV3nrrLR577DGeeOIJ3O6WC0Zyc3MpLy9PvK6pqdnvPk3Ztasap4n3112tvoI9GDbZubMaiL/379s3u9Uxhoz4+4VIoDJxjFRqa/zdTTrHn86xg+JPpXSOHXpW/NAxifaUNRjVDOYiPYftOKzfXs2qzeWs316N7cSruy1XfKLOpoSjNpZptqoKvKMkkv7W3j99wahNaE+Ven2KO9J0yBjEE/Jm/BsWvrKRNVsqmj1fW6r4RaRrOTvLgAYV7EDU4wXAUoJdRER6qNLSUq677jpuvvlmRo4cud/tDznkEN5///3E6/Xr11NYWNjm8zpO9/jy7KlgN93+pOVtiTFm7flwPlKb8vG0J/7u+JXO8adz7IpfsSv+vd9/VSlLsDecwbxfv36ce+65rFu3rsV9Gs5gPmzYsMQM5iKSOmu2VHD1U2v5+bMfMffFYn7+7Edc/dRaqoNRhuX7qQpGcfb5i+U4DlV71hf1z+qyWJtK+sdsJxHf/v6u2oDf7WJgrp+BuT5qwzGWrS7FbuYvclMJ/YY8lknUtru0il9EgEgYqnbHv02qYN+TYA8rwS4iIj1PMBhk5syZTJ48mZNOOomamhpqampwHIdAIEAk0vg96Yknnsg777zD22+/TTQaZcmSJUycODEF0XcMD/FrvNXg+t9W9p4Euyta2yExiYhI+ktZgn3SpEmce+65idftncH8o48+6tQ4RaR59f3FN5bVkOE26ZflIcNtsqmshoWvbOTYYX3I8LgoC4QJRmLYjkMwEqMsECbD42LGhMFd2hqlqH9Wo6S/yzQaVZc3xzJNBuf5yfS4WlWB3h2r+EUEzN274t9kZGJbe///UwW7iIj0ZG+++SYlJSU88cQTHHnkkYmvL774gmnTprFy5cpG++Tn53P99ddzySWXMHHiRDZu3Mjll1+egug7hteJf4jg8rQ/we64lWAXEZFk3WKS03SdwTzdZ81tr946bui9Y29q3K3pL/725gr+d8pIHlz9OZ+V11EViuI2TUYWZHLhMYOTJvfsCi7D4MJjBjP/5Y2UBcLk+Cw8LoPW/Oc0iI85FI3hc7uAvX3kK+siTf5OHFQYT+hvKqvBa5lJifz6Kv6RBZkcVJjV7X6n9Lue2vNL53JV7ATA6FuQtLy+B7sVDYNtg5myOgQREZEON3nyZIqLi5tc99prrzW733nnncfEiRMpKSlhwoQJZGV13ROoHcqO4THicyhZHl/7j+POBMAVq+uIqEREpAfoFgn2dJ/BPN1nzW2v3jpu6L1jbzjutZ9XUro7SN8sL+49CeeG+mQZlO4OMqQwj0dnDuHDrVWU14bJz/AwbmAOppmaTOKp/bLJzcngDytL2LS9mm2BaNIEp81xu0xsx8ExDCwrPt66SAyv5WLYAXn069f078RPpxQx55m17KyNkpfhxusyCcVsdtdGyfa7+emUIvoX5HToGDuSftelJzIClfFv+vWH2N7ltsvCNkxMx8aKhIg26M8uIiLSmw0dOnS/T5x3d3Z0b+7A/RVaxLCn+t0dUwW7iIjEpTzBns4zmKf7rLnt1VvHDb137E2Ne/OXuwlFY2R7XUSjsUb7uIhXe2/+cjcH+Mw9X/FKkfLy1E7qOTrPy62njmbW8o/4csvuFret/xzAcWzAwHAcotEYjuNQEQgzsiCTQq/Bzp3VzZ7r+pNGsPTfpXxWXkeFbeM2TUb09XPhMYMZnedtdt9U0u96asZdf37pXNFhozEqtuOaMBFW/WfvCsMg6vHiCdUpwS4iItLDREN7E+Ker5BgNz3xCn63rQp2ERGJa1OC/ZFHHuGcc87BbOGR6XA4zHe+8x3+/ve/7/d47ZnB/IUXXki8/qozmHeUjj5euuit44beO/aG4871u7HMeH9xXxMV7PX9xXP97m7xs7Idh+IdgcSEon98czMfbd+b6B/eN4Nsr4vN5XV4LQMDA7/bBJfJFxV1RGMOPsvAbZkEIzGqgtFEH3kDo8UxHj24D0cOykucP8/vpqh/FqbR8n7dgX7XpSey8/tjff/CPa/+k7Qu6t6bYBcREZGeIxKMJ9jDjguPp/1zILm88RYxHrvtT9OLiEjP1KYE+/3338/3v/99Xn75ZQKBQJOJdsdxmpx9fF9NzWAOkJGRQU1NDV6vt1F1+oknnsgtt9zC22+/zdFHH532M5iLpLP6CUP311+8qH/qezSu2VLBstWlbC6vIxiJUR2K0rArzLHD+rDg22NYv72aBSs2UhuOkeNz4bFMYhj4LZOQ4eBzu9hVE8ba00d+xoTW95E3DYMxhapMFunuYvV92MO6aRYREelJouF4xXkID9ZXaFfp8sXf03vtOlSPISIi0MYEu2VZuFwu7rnnHg4++GD+9re/MXXqVF566SW+9a1vJf41WjFLW/0M5vWzmNd79dVXueCCC5gzZw6TJ09O2qfhDOZZWVlkZGRw6623tmUIItJBTMNgxoTBLFjRYMJQK17R3rC620zxrI1rtlSwYMVGasIx3KZBVSiaVJl8woh8bps2Dss0GD+kD7OnjEok46tCUbyWizEDsjl//CByfO5GFegi0rNEPV4AVbCLiIj0MNFwvII9iGc/W7bM7YtXsHudOvRxvIiIQBsS7KHQ3htNwzCYO3cuq1atYu7cubz77rtJ/5544on7PV6vn8FcpAdoKiHdnurutmjY6qWpRHfD9Tk+i6X/LqUmHMMyDbYHwknHynDH2700LGAZP6QPRw2Ot3OprIsw7IA8Cr3xljEi0vNF3Uqwi4iI9ETRULyCPWx4vlKK3eOPV7D7CRF0nPgkOiIi0qu1KsFeW1vLcccdRzQa5ZxzzuGzzz4DaFWlemfoCTOYi/QUDRPSnV3d3bDVSzRmY7lMhuX7E8n8fdc7QHUwgttlUhuxE8cxDDgw14fbNPisIkjxjkBS+5b6di6GAf36ZbNzZ++a6FOkN6tPsLvCSrCLiIj0JLFIvN48hPerJdj3tIixiIEdBpe3A6ITEZF01vxspQ243W5+//vf07dvX8455xyys9VHWET2qk9If31YPmMKszstub5gxUY2ltWQ4Tbpl+Uhw22yqayGBSs28tB/ShutdxkQsUlKrlumwbA+frK98ZY2UdtOTHz6VdiOw/rt1azaXM767dXYysiLpKWoZ08P9khIM92KiIj0IHYkXsEeMb5aixhfRoOn6MM1X+lYIiLSM7Sqgt3tdnPcccfh8/mYPn06f/7zn3n88ccJBAI8/vjjVFVVJf2bqsp2EemZbMdh2ep4q5f+WZ7E3xif24XXMikLhHng36W4DCjM9mIYBpGYze5gNOk4PstkUJ4Ptyv+2WI4amOZJnl+d6NztsX+KutFJH1ELQ8OYDo2ZiyCbX21m3ARERHpHuxwfYuYr1Zx7vd5CTluvEaESF01bn9+R4QnIiJprFUV7PWi0SiO4zBx4kTeffddTjjhBP773/9y3HHHJf3rqOJLpMdKRaV28Y4Am8vryPVZjT7AMwwDr2USCEXxu10YhkFdJMan5XVEYsmx9c/2JJLrjuNQFYwyLN9PUf/2z+Wwv8r6NVsq2n1skfYIh8P88pe/bHGb++67j23btnVRRGnGNIntSapbahMjIiLdwOrVqwGIxWKsWrWqyW1s2+Z73/sedXV1XRlaWqmvYI+aX+3Dc7/bRQ3xJH0oGPjKcYmISPpr9SSnr732GldddRWO43DNNdc0u100GmXSpEkdEpyIdC9rtlSw9N9dX6m9uy5CNGbj8Tf9J8sw4p0cTAOqglG2VgZpmFo3AAcIRW38bodw1KYqGCXD42LGhMHtbmnTmsr6ZatLOWpwXqe0zRFpitvt5tlnn+XLL7+ksLCQr33taxxxxBEceuihWJbFW2+9xe9+9ztOOOEEBgwYkOpwu6Wox4sVDWNFQoRRWzwREUmtq666in//+9/Yts38+fN5/vnngXjC3eVyAVBeXs6nn36K3+9PZajd2v9n787j7Czr+/+/rvu+z35mz8wkkEkCJISI7CQsUrQsVsHigmv9ttHWr0bsj1qwtdFWi1RQaC1YrS2tSqrfugFaaa0VFKVVICkKBAwhBMIkhGQmmfXs577v6/fHOTPJZCPLzNyzvJ+Px2jOdt+f64zOzHmfz/lcdiRgP8YRMY4xlEgCOSqF4XGoTEREprvDCtgHBwf5sz/7M9ra2sjn87S3tx/0vtVqlXe84x3jVqCITA2/eHYXN/1oE/lKQFPSI57yqPjhaKf26suXTFjI3pyK4bkOFT8kGXP3u32kiX6w5DNcDsbc5tTTdQv05asUqyFJz2FeY4LXLJlDNuERWntUAfjLddY3Jj229BX320RVZCIZY2hubub3fu/36O3tZdu2bdx2221s2bKFK664gu9+97vceuutnHzyyVGXOmWNdLC7fiXiSkRERCCVSrF9+3aef/55KpUKa9eupaWlhc985jN86EMf4uyzz2bHjh2ccsopUZc6pVm/tsmp7xz7pqRFU9uzpaoOdhER4TAD9qamJv7nf/6H+++/n3/4h39g06ZNtLW1ceaZZ+43DiYIAioVvSAVmUlCa/nSzzZH1qm9tCPLotYUz/bmibuGcmAJQovrGBKuoVQN8ByzX7huqG1q6oeWpGNIxFwslnTcpTdf5RuPvsh3HnvpqLvwX66zPu45DJX9cdlEVeTl3H333XR2drJ8+XKSySS/8Ru/MXrb+vXrueWWW/jmN7/JWWedxWWXXRZhpVNf4NX2ZXB9/X9XRESi5zgOjz32GF/96lfp6enhM5/5DKeffjo7duzgYx/7GO9973vxfZ9zzz036lKntmotYA+c5DEfqmxSYBWwi4hIzWGPiInH41xxxRVcccUVfOc73+HWW28lHo9z4403kslkJrJGEYnYxp05NvfkIuvUdoxh5YouPvmDp3lud5Fw7/NbW9vUNDzwLHi/HsR3NCax1vLiYIlCpcT85iSJY+zCf7nO+vHaRFXkcDz11FOsWbOGLVu2EIvFuP322+nu7uZXv/oVHR0dXH311fzTP/0Tf/Znf8bnPvc5rrvuuqhLnrLUwS4iIlOJMWb0tfib3vQmbrvtNr785S8Tj8e58847ed/73seOHTv4/Oc/H3WpU9tIB7t77B3sZScFAQRlBewiInKEm5yOeNvb3sZ3v/tdTj/9dIXrIrPAQLFKNbDEvQP/yIh7Dn4YTnyntjG12erWYq3FhhbfMiZc3zv+t7W70pKKkY457C7U6hv55I1jDMmYS3s2TqESsGbt1iPatHWks36o5O/3aZ7x2kRV5HB94hOf4Pvf/z533XUX73jHO3jiiSf44Q9/yG//9m/zzW9+k7e97W0kk0luvPFG7r33XjZu3Bh1yVNCyY3Rm2wcs2+DOthFRGQqeOyxx7jiiivo7+8fvc4YM6bhpampid/4jd+gr69P499ehglqAXs4DiNiqvUu+LCcP+ZjiYjI9HdUATvUfpG/5z3vGXNdX18fu3fvPtaaRGSKaU7FiLmGih8e8PaJ7tQe2Uw0CC0nzUnT1ZKiLR0bm6YDjQmX45sSuAZiriHm1Gaw5yoBpWpAxQ9xHQPGEISWYjUgV/Yp+SENe3XhH66Rzvp03KU3V6FUDQitpVQN6M1VjnkTVZEj8ZnPfIbVq1fz4IMPMjQ0xGc/+1ne+MY3snDhQlatWsUPf/hDCoUCK1euZNWqVezcuTPqkqeEhzqW8d/zTuehzldQcms/w/Z0sCtgFxGR6DQ1NfH2t7+dxsZGenp6ePjhhykUCjz++ONAraHj9ttv57//+7954xvfyP333x9xxVObqXewB96xj4jx3TQAYUUBu4iIHEHA3tfXN/qLvFQqcfHFF4/elsvl+Nu//Vsuu+wyvvGNb4x/lSISqaWdWU7qyEbWqb33ZqKOMZT9kN58lb2nwhgDLenayBZjDAZwHQfXqb0xUKyGo93vWOjNVdg2UGL7UJltAyV6hssUq8ERd+EvX9DC6suXsLg9Q6EasitfoVANWdyemdCNX0X2dd1113H++edTKBRwHIfrr7+eiy++mLe85S089thjfO973+Pyyy9n2bJlvOMd7xjze3y2ylVD+hO1sVY70q38ovNUYO8Odo2IERGR6Jxwwgm85z3vwXEcNmzYwN/8zd/Q09PDv/zLvzB37lzy+Ty5XI6vfe1rvOtd7+K//uu/oi55SnOCMgDWPfaAvVoP2K0CdhER4QhmsBeLRT784Q/zwAMPkEgkiMVqLz5/+MMf8olPfIJFixbx13/911xyySUTVqyIRMMxhg+++iQ+etfj9OYqNCY94l5t9vhQyZ/wTu2RzURjSZee4fLoqBfY08TuGENoIROvbbxa8kMcU7vd7nXfWhO+pRJYXGNwHYO1lpIfYvyQ7YOlI65v+YIWzulqZmNPjoFileZUjKUdWXWuy6S69tpricVi9PX1sWvXLk444QR+9KMfcdZZZ9HU1MQ//MM/cO211/Lzn/+c3t5e2tvboy45cluGawF6plok7yUZSGQpunE8jYgREZEpxBjDq1/9al71qlfx5je/mW9/+9tAbYPzj3/84wC88pWv5JlnnomyzClvZESMHYcZ7KGXqh2zqoBdRESOoIP9+OOPHw3VjTE4Tu2hixcv5q/+6q/49re/rXBdZBoLrWXDzmEe2tLHhp3D+80iv3DxHD722mg6tZtTMVzHsG2gNCZcdx3D3MYEjtlz2QBtmTiOqc1mD6zFUBsVY62tzWUHwvrs9moQYkfvY/jJM71HNId9hGMMyzobuGBRK8s6GxSuy6R73etex+tf/3rOPfdcXnjhBZLJJK997Wt517vexcDAAL/85S/p7u7mT/7kT7jpppuiLndKeH6o9vPk+PwuGqsFAPoSDaMjYpwwwIRBZPWJiIjszVrLRRddNHr5z//8z0f/bYyhsbFRI1sPwa13sDMOI2LCWG0vOlP/+0FERGa3w+5gB8ZspjI8PMyqVatGL99zzz0AOI7DG97wBq644opxKlFkZgitnbIdzuu6+1mzditb+or4QYjnOixqTbFyRdeY4Hz5ghbOnj/5ndpt6Tj5SkChumcGfMJzmN+cxHMMvbkKBki4tToycZd5jUl25coUqxbPgWI1xOzdzl4X2tqX5xjaMjFe6C+xsSfHss6GCV2TyHg755xz+PCHP8xv/dZvcdlll7F9+3aSyST/8R//wWte8xpuueUW5s6dy5VXXslXvvIVtmzZwqJFi6IuOzLWWp6vd7B3FvupuDGG4hn6E1mOz+8iNAbHWnWxi4hI5IrFIm94wxswxuC6Lu94xztoaWmho6ODp556ijPPPJPly5dz22230dbWFnW5U5YbjnSwH3vAbmO1ETGOr4BdRESOMGDfWzwe59JLL93v+scff5wvfelLCthF9nK4AXZUtd183ybylYCmpEc85VHxQ57tzXPzfZtYffkSVizcU+NIp/Zk2dSb44+/+xT5yp4u0lTM4fimJEFo2VWo0pKOgbXsyldHx9e4BlIxl4ZkjKvPmMuDz/bxQn+BXLl2nH171F3H0Jj02F2oHvEcdpGp4KGHHuL9738/xhiee+45/uIv/oJ3vetdfPvb3yaZTPLNb36Tnp4eAK688kp+9atfzeqAfWcxoOBbvDCgrTRM3kuxpWEufYkGMIbQi+NUy5rDLiIikfvSl7402uxmraVcLlMsFunp6aG7u5vbbruN7u5u3ve+9/F//+//jbjaqcsL6x3ssdQxH8vUA3ZXAbuIiHAEAXuhUCAI9gRciUSCt73tbTz11FNs2bKFK6+8EqiNjNn7fiKz3eEE2FGF7KG1rFm7lXwloCMbH/3DPRmrzTHvzVVYs3Yr5y5ojqS+/3luNx//96cpVPf8TOlsiGMt9BereI7D4vYMK1d0AYy+iTFU9sfclk143P34DhoSXq2THYsxBmtrm6NaawlCS64c4DkOzalYJOsVORaXXnopbW1tVKtVfuM3foNUKsU//uM/0tbWxm233QZAR0cHUNs07Td/8zcjrDZ6L9S71+eUBnGwtJSHARhIZLHUNjr1qmUcdbCLiEjEzjjjjDGXgyAgDMPREa4AGzZsYNeuXZNd2rTi1gN24x37DHbiWQBigQJ2ERE5goD9hRde4JRTTgEgDEPCsDaq4aWXXuKWW27h7//+7/nABz7AG97wBs4666yJqVZkmjncAPucruZIxsVs7Mmxpa9IU9IbMwIK6nMckx5b+ops3Jmjo71xUmv71i9f5HM/3UxYbzV3DFz3mpN421nHHXREzcE2Gn1oSx9+ENKUjTNY8in5ITFjRndItYBvYbjs84q5DSztyE7qWkWOVblcZuXKlfz7v/87sViMG2+8kQ0bNuC6LlB7E6larfKhD32IRCLBxz72Mb71rW+xYMGCiCuPTl/90yzNlRwAjdUCXujjOx5DsTRz63PYNSJGRESi9u53v5tCocCnP/1pGhsbuf7667nqqqt497vfPXqfZcuWRVjh9OCFtTfXzTh0sDvx2gz2WFA85mOJiMj0d9gBexiGfOELXwDA933OP/98AC677DLOPfdcfvGLX3D77bdz9913s2bNmompVmSaOewAO6KZ3wPFKn4QEk8d+EdB3HMYKvuTOjLFDy2fe2Az33ls++h16ZjLp99wChedWJspebDn6mDja5pTMTzXoeqHtGXivDRUohpaXFP7PgTWYm3tPCtXdE2Z2fgihyuRSIyG6QC9vb188pOf3O9+6XSa97znPfzd3/3drA7XAQYrtUaBTLU2j9UALeUcvanm+kanta5AjYgREZGobd68mU984hPMmzeP2267jRNPPHH0E+Q333wz9913H8YYqtUqDz74YMTVTl0xW+9gH4+APVl7zREPFbCLiMgRBOxXX301bW1tvOpVr+Kiiy7iE5/4BPfeey9f+MIX6O7u5oILLuB73/seL7744kTWKzKtTMUAe28jwXPFD0nG3P1ur/jhpI5MyZV9PvbvG3hoS//odZ0NCf72zaeypP3ou8qXdmRZ1Jri2d487dk48xqT7M5XKPu1T+NYCw1Jj7943cmRz8QXOVrFYpHNmzczf/58XNflla98JZ/4xCdwXZe2tja6uro4//zz+eu//mvOPffcqMuN3EC9gz3jl0evaykP05tqZiCR3StgVwe7iIhEyxjDFVdcweDgIL//+79PZ2cnr3vd61i1ahXvfOc7ufLKKzHGcM0110Rd6pQWs7U3zZ1xCNjdesCeDDUiRkREwDncOzY1NfHFL36RhQsX8o1vfINXv/rV/Ou//iurV6/mxz/+Mdu2beOHP/whixcvnsh6RaaVvQPsA5nsAHtfI8HzUMnH2rHbflprGSr5LGpNsbRz4kemvDRU4n3ffGxMuP6KuQ3c+TtnHlO4DrXO9pUrukjHXXpzFVwDxzcn6cjGycRdOhoS3PyGZZy3sPVYlyESmV27dvGxj32Myy+/nHXr1gEwf/58Ojs7AXjwwQd505vexFNPPRVlmVNCaC1D1drP5bRfGr2+oVrrQsvHkgSjI2LUwS4iItHzfZ/f/d3f5eMf/zgAf/iHf8gdd9zBCSecwOmnn85pp51GPB6PuMqpLV7vYHfjyWM+lpeqjc9MWQXsIiJyBAE7QGdnJ29+85v5m7/5G+655x5uvfVWTj75ZADe/va3M3fuXLZv38727dtf5kgis8NhB9gRzfzeN3guVQNCaylVA3pzFdLxA49MCa1lw85hHtrSx4adw4T7rO1IPfnSEO/5f79i8649f6BesmQO//j205mTHbsJ0dGee/mCFlZfvoTF7RkK1ZDd+QqBrYX4n3zdyaxYqM51md66urr41re+xYMPPsiZZ57JP/3TP2GMwXVd4vE4p5xyCv/4j//ID37wA+68886oy41UIYDQ1vZ2SAV7AvR0vZu94CXVwS4iIlOK53n8zd/8Ddu2beNf/uVfeOtb30qhoHD3SMTrHexu/Ng72GPpJgCy5OEYXwuJiMj0d9gjYgYHB3nta1+L542dJb13aBiGIb7vE4YhGzZsGN9KRaahkQD75vs20Zur0Jj0iHu1jvahkn/QAHsyjQTPa9ZuZUtfkaGyj+c4LG7PsHJF134jU9Z194/e1w9CPNdhUWvqgPc9HPdt7OWGH26kvFeX/8oVXVxz0SIcYwitHd24dPtgiZ88s4sX+o/u3MsXtBx0I1SR6axcLuP7/ujlV7/61ezYsQPHcTDGEIYhlUqFxsZG/u7v/o43vvGNXHzxxZx44okRVh2dYb/2t0tjzGHv//dn6t3sBS+Brw52ERGJ2O7du/nnf/5ncrkcw8PDfOlLX+LP//zP+cu//EsuvfRSoLYB6t77sMjBJaj9TvfGYURMPFUL2GMEEJTBO/aueBERmb4OO2B/+umnJ7IOkRnrSAPsqGo8nOB5XXc/N9+3iXwloCnpEU95VPyQZ3vz3PDDZ3jbmfNYsbDlsEJray1ffWQrX/r5ltHrPMew+vIlXPXKuaPnG3neihWffCXAGMOcbJw52fjouW++bxOrL19yWM/lwTZCFZnOEokEX/nKV6hUKvz93/89H/7wh/m93/s9vvzlL3P77bfT2NjI+973Phoaav/bX7VqFXPnzo246ugMB7WAvTkxNpBI+mWMtYTGoRhPA+pgFxGR6FSrVX75y1/iui7XXXcd1lpOP/10Pv7xj3PTTTdhjOEtb3kLmUwGgFtvvTXiiqew0Mejtv+Kl0gf8+GS6T2vJ8LSME5WAbuIyGx22AE7wB133EE+n2f58uVcdNFFo9cXi0UuvPBCfvWrXwHwH//xHySTydF31UVmu+nQOf1ywXMYWu58ZCv5SkBHNj76SZbAQrEaUCxU+cefv8C3f7WdE9rSh3zzoOKH3HTfM/zHr3tGr2tMetxy1Ss4p6sZGBvmNyZchksWSy2Y352vEHcdMnGXhOfQm6uwZu1WzulqnlLPqchk6uzspFqtcv/99/PhD3+Y/v5+YrEYr3nNa7jnnnt4wxvewO23386ZZ57Je9/73qjLjdRIB3tTfOykPAdI+WUKsSRD9c3L3MDHhgfeR0NERGQizZ07l29961ucf/75fOITn2D+/Pl8/vOfx3VdnnzySTzP4+qrrx69vwL2gzN77bnijkPAnk7EGbYpGkyRcmGQVLb9mI8pIiLT1xHNYP/mN7/Js88+y+Dg4Jjr4/E4nlfL6iuVCrfccgu7d+8evypFZoCRAPuCRa0s62yYdkHwU9uHeKGvSFOyNibKWkt/ocqLg0VKfohjavPR/TDk6Z05br5vE+u6+/c7zkCxyh/e9cSYcL2rOclX3nXmaLgeWsuatXvCfIyhElg8xxB3HUILu/MVLGCMoTHpsaWvyMae3CQ9GyJTzzXXXMNHP/pRdu7cyfXXX8/OnTu54447+NrXvkapVCKdTvO7v/u7PPLII1GXGrmRgL05vv9H6kfGxAwlGxgdglfVmBgREYmOMYauri6MMXR3d/PCCy9w3nnn0draGnVp00dQHv1nbBw2OY17Dnlqo2YqhcGXubeIiMx0R9TBDvDFL35xv+tc1x0N2NesWcPxxx/P29/+9mOvTkSmjL5ChWoY0uR55Cs+u/JVipWAfbf0GSj6GCBfCfj8g8+z5t17usq39BW47rtPsnVgTwfJWfObuOWqV9Ccio1et7Enx5a9wvwgrHWvj7wl4Roo+yGlakAq5hL3HIbKPgNFjXKQ2et1r3sdqVSKK664AoBf/epXnH322SxcuBDXdbniiivo6enh+uuv57vf/S7t7bO302q0gz2xf8Cergfs+XiKwIvh+VWoVMDVR79FRCR6F198MStWrGDevHlcccUV3H333dxzzz2aw/4ybLUIQNnGSMZiL3Pvw5M3tYC9Whgal+OJiMj0dUQBu3mZjtvBwUH++Z//mTvvvPNYahKRKag1HSfmOAwWq+wuVEdD730ZA64x+KFlU0+O7z7xElefcRz/2z3AR+/9NUOlPRsxXnlqJx+/fAkxd+yHaQaKVfwgJJ6q/YhyHYOB0ZB9pIM+CGsVVPwQz3HGhPQis82ll17Kpz71KWL1F435fJ5TTjmFt7/97bz1rW/l7W9/O9lslqeffpq/+7u/41Of+lTEFUcnNzKDPe6w7+de0n6tw63gJQm8eC1grypgFxGR6Fhr+eIXv8gb3vAG7r33Xj7+8Y9z6623cvHFF2OtHd3oVCH7wfnlAgAlYsS9I/og/0EVTRos+CUF7CIis90Rd7D39fVx1VVXMX/+fDo7O5k3bx5z587FWktPTw+vfe1rWbZs2UTUKiIROvW4Rha0JPnVtiFCa+sjYfa/XxiC50LMqY11+e4TL+E6hs/c/+xoIA5wzUWLeM+KrjFv3IXWsrEnR3d/EQuUqwGpuEfSc4h7DuVqgHH2BO2uUwvah0o+i9szLO3ITvjzIDJVxWIxzj77bDyv9smPn/70pyQSCT71qU/xve99j1tvvZUbbriBlStXcu2110ZdbmQCa8nX9jijKe7uF7BnqrUO9oKXIHTrb9pVK6B8XUREIvKbv/mbPP/88+Tzef75n/+ZTZs2kUqlqFQqGGNGP70mB1ct1zvYiY97wB6UNCJGRGS2O6yAfePGjfzrv/4rPT21mckf+chHcByHUqnErl272LJlCwMDA9xwww3cdtttE1mviETEcQyXnNzOo1sHsYAz2lM+lt3rWmPghb4in/7RptHbE57DX75uKZctHTueYl13P2vWbmVLXxE/CMmVfYZLPnMbIZvwmJOJ8dJQiF/vnE/W/zDuzVVIx11WruiadnPtRcZTPB7nHe94x+jlM844g1gsxrnnnsu55547ev1JJ53EHXfcEUWJU0KxHq7HHEh7+//MGJnBnveSBPXxd1Q1fkpERKJz8803j7m8ZMkSANLpNC0tLVGUNO0ElT0d7ClnfF4zlN0MhGBLw+NyPBERmb4O663bb3/722zdupVkMklraytvetOb6OnpYc6cOVxzzTX85V/+Jc3NzVx88cWsXLmSYrE40XWLSASOb0qSSdQ6yveN1vf+MzUILdX6CIaSH45e35qO8Q9vP/2A4frN921iU2+edMxhTjZOayZOYC0vDpboL1RIxVza0jEcUxsX47kOxWrIvMYkbzxtLtmER2gPNLRGZHY66aSTDnrb8ccfP4mVTC0ZF5ZmHF5zXOaAo+9GRsQUvQSBV+tgt9rkVEREpqDW1taXHeMqNX6lllFUSIzbMStuBgBb1ogYEZHZ7rAC9o9//ON85StfobGxEYD169dzxx13sGDBAoKg1gpmjOH9738/p556Kp///OcnrmIRiUxzKkYq5tLRkGB+c5KWvWae7x1tB7Z2ee8RMovnZLjz3WfxynmNY44ZWsuatVvJVwI6snGSMRfHGFpSMY5vSuIYQ1+hSm+ujMVw1vxG/uTSxfze8vm0Z2L05Mp849EX+ZN/+zXX3r2edd39E/skiMi0ZozhN1pjnNOeOuDtyaCCY0OsMZRi9fuog11ERGRaGw3YTXzcjln16uMpy/sOnBMRkdnmsAJ2xxl7t0996lOsXr2aE044gZUrV/K1r31t9Lb/7//7//jWt77F8LA+JiUykUJr2bBzmIe29LFh5/ARd28fzeOXdmZZ1JpiuOST9Bw6GxOjo1oO5RVzs/zTO89gXuP+Q4w39uTY0lekKent14GTTXjMb07SkPD4/fMXcusbX8HfvfV0FrSk+Lf1O9g+VCYTd5mTjZOOOTzbm+fm+zYpZBeRo2bYq4s9ka5dqQ52ERGRaS2o77FSMePXwR7EagG7qSj7EBGZ7Y54k1OAL3zhC3R2dnL77beza9cu3vjGN/LFL34RgK6uLk455RTuv/9+3vzmN49rsSJSs++8cs91WNSaYuWKLpYvePk5jOu6+7nzka1s3pWnEljiruGkORnec96hH+8Yw8oVXdx83yZ6cxUakx5tmRgvDpYP+piYY8jGXdJx94C3DxSr+EFIPHXgH0dx1+CHlnzZB/bveB8J5ZMxl4Tn0JursGbtVs7patZMdhE5Kim/TC6WohBXwC4iIjIThPUZ7NVx7GAP6wG7U1UHu4jIbHdE22dba/nDP/xD7rvvPsIwZNOmTdxyyy00NDQQhnvmLL/mNa/h/vvvH/diReTA88qPpHt7XXc/n/zPjfxy2yADxSr5is9Ascovtw3yyf/c+LKPX76ghdWXL2Fxe4ZCNSRXDg563+aUR3s2zqbeAj/c0HPALvnmVAzPdajsNat9RL7i091fYrjs86/1MTD/9xuP80xP/oAd78YYGpMeW/qKbOzRH7oicnSSQS1Qz8drs1U1IkZERGR6s9XaiJiqM34d7CQaAHB9ve4QEZntjqiD/Q/+4A8oFoscd9xxOI7DF77wBQBKpRLVvV58rlixgosvvnh8KxWRY+7eDq3l8w8+z+58LTzyHIMxBmstfmjZna/w+QefZ827D939vXxBC+d0NbOxJ8fPn9vNVx/ZSiXYE54bYE42TqESsLNUJrTwtz99jh/8eud+XfZLO2pjZ57tzZPwnNE15Ss+Lw2V8QM7Oo6m6oe80F8gXwnIJFz2HzgDcc9hqFx700BE5Ggk/drPyOFkfbaqOthFRESmNVsfEeOP44gYUw/YY35+3I4pIiLT0xEF7O9+97sPeH0ymeQXv/jF6OUzzzzzmIoSkQM71Lzyfbu3l3U27Pf4DTuHeW5X7Q/AuOuMeWzcNVSCkOd25dmwc5hT5zbu9/i9OcbQ1ZziF8/3jwnXXcfQmHDpL1SxgDHgGkMq5vD0zhyf/MFG/uCCBbz59Hk4xhxw7EzMNfQMV/ADi+tAe0MC1xjcmEtrOkauHLArVyEbd/d7Hip+iOc4NO+1AauIyJEY6WAfTtZ/jlarcIT7XIiIiMjUMRKwB874jYhx6gF7PFDALiIy2x3RiJhDSaVS43UoETmI0XnlB9lYNO45+GF40O7tJ18axg8t7kGa010Dfmh58qWX36hn+2CJP/jGY6zf674GsKGlv+jjh5YgtIS2FroPFqvkyj678hU+98Bm/r+7nhgdR7Pv2JmdwxUqQUjScziuKUVmr/ntqbhH0nOoBCGl6tjxNNZahko+i1pTLO3IvuwaREQOZCRgH0zu9Ualr0/FiIiITFfWr42ICdzx62B3U00AJBWwi4jMeke1yamIRGPveeXJ2P6bhh529/bBxr8YM6ZLM7SWjT05BotVFpVCOhMGg2H99iE+8m9P0VcYGzjZ+tfeQgvVIMQ3BtcxOEBgYWNPbWb86suXsHxBy5ixMw8938e/PvoinY21zvUxJQJt2TjbB0vsLlSZYwxxr/acDJV80nGXlSu6tMGpiBy1VD1gL8ZTBI6HG/oYBewiIiLTlz/SwX6gIZNHJ5aufeI3aQv443ZUERGZjhSwi0wjB5tXDnu6txe3Z0a7t0cC8oFileZUjFfMzeI5hiC0OA77PT4MLZ5jeOW8BtZ197Nm7Vae312g7Ie4juG4xgTLF7bw//53234z1w81PCG0kHBN7X7WEgINCZdCJRgzM94xZnS0zT1P7KDqh7gHeCMh5hiakjGOb0rQm68yVPbxHIfF7Zn9ZryLiBypkRnsRTdO6MVwK7462EVERKYxUw/YQ3f8AvZ4vYM9bQsMjdtRRURkOlLALjKNHGhe+cG6t0cC8i19RfwgxHMdFrYk6WxM8OJAqTYqxtkTjgehxQIntqXJlX0+e/+zDBSrVIPaBqihtfQXqjy5IzemppcL10dYa2sbqtYf47kOja5zwJnxh/NGwskdGW57yyvZ1JsffQNhaUdWnesicsxGRsQEjovvxYhVipiqAnYREZHpygRlAEJv/EbEJDK1gD1BFYIyjOP4GRERmV7GbQb70ejv7+eSSy5h27Zth3X/VatWsXTp0tGv97znPRNboMgUtO+88l35CoVqyOL2zOi4lXXd/dx83yY29eZJxxzmZOOkYw6bdxUoVQIaEh6OMQQWfFsb2eIYQ1s6xv938Yl8bd02BopVSn5INQgx9Qj9QEH64W77F9paOB6ElrjnkPScg86MH3kjIR136c1VKFUDQmspVQN6c5XRNxI8x2FZZwMXLGplWWeDwnURGReeDfHC2oe9K7Hai2WNiBERkZliNr4Od4JaB7sdxw72VLppz4Vy7uB3FBGRGS+yDva+vj4++MEP8uKLLx72Y5588knuvfde5s6dC4DnqQFfZqe955Xv270dWsuatVvJVwI6svHR7u9kzCXhOfTmKsxrTNCQ8Ni8u0A1CIm5Die1pbh0aQfP9xV4pidHNaiNjDGAHx5+kH4w1lp8C45jmJOJYYyhXA0OOjN+5I2EkS58jYERkcmU9Cvk4h6VWP2FuAJ2ERGZAWbr63Cn3sFuvfEL2LOpBHmbIGPKVIpDxNNt43ZsERGZXiL7zXjddddxxRVX8Nhjjx3W/Xfs2AHAySefPIFViUwfe88r39vGnhxb+oo0Jb0xo1WgNnO9MenRX/T5s8uX4BjDQLHK9sESP3lmF199ZCuFSkCu7B9zoA77j49JxFzmZGJk4t4BZ8bv61BvJIiITKRUUCFHmmI8BaiDXUREZobZ+jp8pIOd8exgjznkSJGhTDk/QFz5uojIrBXZiJgbb7yRlStXHvb9n3jiCYIg4OKLL+bMM8/kj//4jxkcHJzACkWmp4FiFT8IiXsO1lqK1YDhUpWBYpXhUpXQWqpBwFDJZ1lnA55j+H//u41nd9XGybSkx+99t5EY3DWQTXh0ZGKkYu5+o14OFZiPvJGgMTAiMplG5rAX42kATLUSZTkiIiLjYra+DnfrHeyM4wx2YwwFan8nVPLT7zkREZHxE1kHe1dX1xHdf8uWLZx66ql89KMfxXEcVq9ezec+9zluuOGGIz73eOVzI8eZbXnfbF03TI+1t6RixFyHwWKVoXJAuRoQ7NVG7hjwHMP2wRKW/cfJWI59HAzUwnXXMbSlPH7n3Pk8vKWfF/qKDFcqxOqjXt5z3tQe9TIdvt8TZbauPep1z7bneypL+rVAPZ/I1K5QB7uIiMwAUb0Oj/pvHM/WAnYnnt6vlmP5+6/gZMBCtTgY+d+PUT/HR2s61z+dawfVH6XpXDuo/gOZNsPT3v/+9/P+979/9PJHPvIRrr322qMK2Nva9h+rcSzG+3jTxWxdN0zttb+qNUv7A5t5avsQUNtcdG+hhcBavvGr7WSzSbYOlGjLJojFXKy1bOsvHva59h0Bs7eGhMvpXc1c85rFXLh4DmFoeWr7EH2FCq3pOKce14jjTI+fxlP5+z3RZuvaZ+u6ZY+RDvZcPWDXiBgREZmNxut1eNR/WxVt7fd6uqGROXMOXMvR1NjtZsCHmCkd9LiTJern+FhN5/qnc+2g+qM0nWsH1b+3aROw76uxsZH+/n4qlQrxePyIHrt79zB2HFp0jal9M8breNPFbF03TI+1h9bi+2H937XrRmLskZI9x2G4UOFrv3iecjWgIeFSqfpsHywxXA4O+1yWsSG7Q+05SsVdPnLJYl73ig4cY9i1a5jQWgYG8gwUq7zw0iDPbe+nNR1naefUnak+Hb7fE2W2rj3qdY+cX6I3ErAPJ2vfDwXsIiIiR/86POq/Kd36DPZy4LJr1/CY247l77+yUxsRk+vbtd9xJ0vUf78eq+lc/3SuHVR/lKZz7TCz6ofxeQ0+bQL2a6+9lt///d/nzDPPBGD9+vW0t7cfcbgOYC3j+j+A8T7edDFb1w1Te+1P78zRV6jSkorRV6iOGfnimNpXEFqSMZfeXAUDFCq1meilejB/OEaaz/fukE94hpjrsGxuA7+1rAODwVpY193PmrVbeaYnT67sE1iLawzZhMfJHRlWrpjao2Km8vd7os3Wtc/WdcseqXrAPphqrF2hgF1ERGah8XodHvXfVl69g914qYPWcTQ1Vt3aJ93CcvQhU9TP8bGazvVP59pB9UdpOtcOM6P+8RLZJqcHk8vlqFb3fxF78sknc/PNN/P444/zwAMPcPvtt/Oud70rggpFpraRTU6TMQfHMcRdQ8yt/XfcdXDrc9ZrAbklm3B5cbB0yHDd1O/vmtq/464ZDdgdwHWgLR0jHfdoSsXGbFy6rrufm+/bxK93DDNcrhJYi2NqnfbDZZ8NO4a5+b5NrOvun9gnRkTkCIzMYO+vB+wmDLHa6FRERGaomf46PF4P2N14clyPW/Xqe7WUo+leFxGRqWHKBexXXXUVP/vZz/a7/gMf+AAnnXQS733ve7npppt45zvfyQc+8IEIKhSZ2ppTMTzXwdo9o2FcY0YD75GxLqGtfW0fKu83p93da2KL50DMNaPHiruGTNwjHffwHIPnGjJxF8+tbVy6+vIlo93ood2ziWoQWiy1kN9zHDzHYK3FDy35ss+atVsJp/NbnyIyoySCWshQiqWwI2Os8rkIKxIREZk4M/11eLy+yakbT4/rccN4fZRcRX8jiIjMZpGPiNm4ceOYyz/5yU8OeL9YLMZNN93ETTfdNBlliUxbSzuyLGpN8WxvnrhrKAd2tNvcWksQWuKuob9QoeiPDbRHOtWNMSTqobofWgJbm1HlGMOHX3Mip85rZKBYpTFZ+xEyVPJpTsVY2jF2nvrGnhxb+ookPYehkj8muDfG4DpQCSzNKZctfUU29uRY1qn50yISPc8GuGFA4LjYWAJTKUEhD7HmqEsTERE5ZrPtdXicWge7N84d7GEsC4BbVcAuIjKbTbkOdhEZK7SWDTuHeWhLHxt2Dr9sl7djDCtXdJGOu3iOwWCpBCF+GOLXW9WroR0Trhvg+KYE6ZjDvMYE85uTnNCaYlFbmvnNSY5rTLCgNUND0uP45hTLOhu4YFErp85t5NS5jVywqJVlnQ37bVY6Mq7GmHrn/F63W2ux1tY2ZQ1DqkHAQFEzjkWmkv7+fi655BK2bds2et0zzzzD1VdfzfLly/nsZz+L3etn0tHeNhUZ9nSxB/EEALaQj7AiEREROSpBFY/aOMxYYnw72EnUmoO8qkbEiIjMZgrYRaawdd39XHv3ev7k337NDf+5kT/5t19z7d3rx8wrP1AAv3xBC6svX8KyuQ00JGK4xhDuNTJm73HrnmM4rjFBrhxQ8mshfCrmYkytgz0Vc8kmPBzHEHMcmlOxw65/33E1I4FaEFqqgaUa1sbU7M5XyZUDtg+Wjv1JE5Fx0dfXx6pVq3jxxRdHr6tUKqxatYpTTz2Vu+++m82bN3PPPfcc021TWaK+0Wm1HrCjgF1ERGTaMcGe1xjeOI+IIVHbqyUeqINdRGQ2i3xEjIgc2MjmoPlKQFPSI57yqPghz/bmufm+Tay+fAkAa9ZuZUtfET8I8VyHRa0pVq7oYvmCFs7pamZjT47+QpXndxf4xi9fZOdwefQcSc9hTjaOAZpTHvlKwO58laakh+Psef/NWstAweekthRLO7KHvYYDjasZmbs+0rtaC95rQfv/+99tLGhJjc5wF5HoXHfddVxxxRU89thjo9c9+OCD5HI5Vq9eTSqV4rrrruOGG27g6quvPurbprJkvYO9EkuRBqxmsIuIiEw//p6APZZIjeuhnVQzAMlAHewiIrOZOthFJsiRjnbZ97Ejm4N2ZOMkYy6OMSRjLu3ZOIVKwOd/9hw337eJTb150rFaUJ6OOaMB/LrufhxjWNbZQDbh8S/rto4J19MxF8fAjqEy24fKvDhYxjEQWMuO4QqlakBoLaVqQG+uQjbh8p7zuvYbA3Mo+46rwVqqe4XrUJvt7rqGeY0JCpVAm52KTBE33ngjK1euHHPd008/zRlnnEEqVXtxunTpUjZv3nxMt01lIx3sxZEX4+pgFxERmX6qRQBKNkYi5o7rod10rTEorYBdRGRWUwe7yARY191/yM7ylzOyOWhT0hsztxxqc8wbEi7P7S6QirnMa0yM3icZc0l4Dr25CmvWbuWs+U18bd027vjFC6Pz1wEaEi7FaoDF4NY3NR3pLB+5vVANGSr7eI7D4vYMf3T5Uk5uTtS7zS0be3IMFKsH3Nx0byPjatas3cqvd+QYLvu1dUD9TQOHtkycTD2E12anIlNDV1fXftflcjnmz58/etkYg+M4DA4OHvVtTU1NR1TXEbzHd8zHGOlgL8ZqHye3hfy4nH+ijNQ2lWs8GjNxXTNxTTAz1zUT1wRa10SdV6Ymv1LrYC8RJ+GNb4+hl6m9tsvaHHobXkRk9lLALjLODme0y8uF7CObg8ZTB/6/qAX80OI6hnwlwHVq3e2GWnDVmPTYuDPHG/9pLT25yujjRmaq+4HFYog5e14NGGPwnNpxm1Ix/uTSxQyVfJpTMU7pzNLR3siuXcNH9ebByLia7zy2nX/8+Qtk4g4x1xlTN0Dccxgq+9rsVGSKcl2XeDw+5rpEIkGpVDrq2440YG9rG98332Ixtzan6gDS1N4QzCUytSsKeebMmfpv/o33czRVzMR1zcQ1wcxc10xcE2hdMjtUywWgFrAnxzlgj2XaAEhTIh9UwI2/zCNERGQmUsAuMo72He1ysM7yc7qa9+v43rsrvL9QxXMdKn5I8gAfYxws+YQW+gtVBotVjDEkvD2d4JUgZKDkj3mMYyATcykHIdXAUvvbck8NIx3snmN4qb7Z6AWLWoE9XTnH8uaBYwynH9dIOu6SijkHXFfFD/GOcCNVEZk8TU1NbNq0acx1+XyeWCx21Lcdqd27hw+Whx82Y/aEL9VqcNCAPVapjdUaGg3Yc+zaNXU/Aj6yrvF4jqaSmbiumbgmmJnrmolrAq1ros4rU5NfqQXsZeKk3fEN2FPZZkJrcIzFlAex6fZxPb6IiEwPCthFxtHLjXZpTHoHHIGyb1e46xhKfkix4nNcU3LMsXblygwUa+G5BQILxlqK1YCXhkq0Z+K8NFQec+64a+hqThFzDS/0F6kElrD+OENt7rof1u5bDSwDJZ+b79vEH736xNHAPAwtdz5ydG8ejNh709OE54xZl7WWoZLP4vbMEW2kKiKT57TTTuOuu+4avbxt2zYqlQpNTU1HfduRsvagefi4S9RHxAwmaj+TbCE/LYKoyXyOJtNMXNdMXBPMzHXNxDWB1iWzg1+pzWCvECM9zsfOJuIMkaaZPLbQBwrYRURmJW1yKjKORke7HOSjh3HPwQ/DMSNQRrrC996sNBOvjSzIVwK6+4sMFqsE1tJfqNKb3398igVCC35g2T5UHrOJqGOgPRsnXg+0W1IxDOA6htBCNdwTrnsOeK7BGMOOofLoZqkAT20f4oXDfPPgYPbe9LQ3t/9Gqum4y8oVR7aRqohMnuXLlzM8PMz3vvc9AO644w4uvPBCXNc96tumsmR9k9P+RP0N0fzBf76JiIjI1DQasJvEuB87k/AYtLVPuhWH+8b9+CIiMj2og11kHDWnYocc7bLvCJSDjZQJbG0WemChWA0p+WXcXIWRfUodaqH6vo05+152TO3KnlwF1zFk4h7ZRG0z0bhraMvE2TFcoRqEo/PY/dCSiLnMbYizK19lzdqtnLugmb5ChWoY0uQd+MfG4c5P33vT0y19xTEbqR7uJrAiEg3P87jxxhu5/vrrueWWWwiCgK9//evHdNtUNtLBPjwSsBeLEIbgqD9BRERkughHA/bxn4/uOYbdJgv0UM71kRr3M4iIyHSggF1kHB3pCJQDjZTJVwK2DxYJ7Z6AvCXlUayGFKu1VvPwMGpxTe0PPqiF5rvyVdIxl2pgySY84p7DQNGnGoSjY2KsBccxzMnEcBxnT1f6zhytzRlizuG/eXAoI5uejsycb07FWNqRVee6yBS0cePGMZcvu+wyfvSjH7F+/XrOPvtsWltbj/m2qcqzAU4YUIon69dYTLmITWUirUtEREQO30jAXp2ADnaAgtMAFqr5/gk5voiITH0K2EXG0cgIlJvv20RvrkJjshZkV/yQoZK/3wiU0ZEyqdr/FS3QM1weHdkyIlcJaUi4FKqHE61DzDGEMBrau04tAC9VA4bLASd3ZDhvYQv//NALo13x1AP9lpRHJl6rZ++u9Fe9opGF4zg/3TFmzBx6EZk+Ojs76ezsHNfbpiIDJIMqhViSwIvh+lVMsaCAXUREZBqx1XrA7kxQwO42gg9+QSNiRERmK33GWWScjYxAWdyeoVAN2ZWvUKiGLG7PsPryJWNGoOw9Ugagv1ChtG+6Ti0c7y8cevTK3lozcRxTm68e1nd4stayu1AlHXc5f1EL333iJTzH4DDS7Q5Y6C/65MpVitWAgUIVa6Ex6eE4hvecp/npIjK7JOpz2H2v9rFyU8pHWY6IiIgcodAvAeBPUAd7OdZYO09RHewiIrOVOthFJsDhjkDZe6RM3DUMFP0DHs9Sm8t+OBwDcdcwrzHJ7nyFsh+OhuwLW1KsumgRX1u3jXwlYF5Tkm0DJUp+iOcYrLFUA8uLg2UcYwhCS8w1fPF/thBLJTQ/XURmnWR9Dns1niRRyuMUCwQR1yQiIiKHz1brAbs7MQG7H2uEIpjS4IQcX0REpj4F7CIT5HBGoOw9UmbbQInyAbrXj5iFShDiGkNLOkYQhOQqAQtb0vzTu85gU29+dO67Y2obnb40VKIaWgy2Nt/dAtbiOrVu+M29eT723fV89NKTND9dRGaVkQ72UjxFFjClQrQFiYiIyBGx9Q72YIJGxASJZgCc8sCEHF9ERKY+BewiEyC0dr8AGjhgKH1OVzOvOrGV7/xq+zGds74fKiGwc7gy5vq453Dp0jl4jrPf3PdM3GVeY5JduTKF6p42+Zjn0NmQIBN3sdayq+Bz5yNbOXt+s+ani8isMdLBXoqnADBFBewiIiLTifFrM9jDCQrYSTQB4FWGJub4IiIy5SlgFxln67r7R0eo+EGI5zq0pDwwhv5CdfS6Ra0pzl/UwkPP9/PLbYOHPQLmYA72cFv/j3sef4mlHdkxc9+TMReohexOQ4KtAyWwFoxhXmOCVP12YwzN6Rgv9BXZ2JNTuC4is0aiHrAX4mkAHM1gFxERmVZMvYM9nKARMSZVG5OZ8DUiRkRktlLALjKO1nX3c/N9m8hXApqSHvGUx2CxyjO9tUCmoyHBnGycih+yYccwj24dxHUMfniM6frLKAchA8Uqa9Zu5ba3vHJ07nvCczD10S5BvQYLpDxnNHwfkXAd+sPacUREZotkfUTMcCIDqINdRERkujF+GYDQS07I8d10MwAJf3hCji8iIlOfE3UBIjNFaC1r1m4lXwnoyMZrAbW1tY1Lba0xfKhYxRhDwnPwQ0sQWir1uetHOsHcNeA5B36c2etrRNkP2dJXZFNvnpUrukjHXXpzFUrVgNDWarHW4hhoy8T3O245CIk5Ds2p2BFWKiIyfY10sA8naqO+NINdRERkenGCWge7dScmYPcybQBkQgXsIiKzlQJ2kXGysSc3unmoMYZ8xeeF/hIlPySk1hleqIbsHCrSM1ym5Iejc9Ph4CNeDiaw4IcHfpzd62tENbCUqgEDxSrLF7Sw+vIlLG7PUKiG7MpX8ENLNuGRjrmkY2N/NFhrGShUWdiaGp0nLyIyG4x0sA8maqOxFLCLiIhMLyaodbBPVMCezLYCkLXDta4qERGZdTQiRmSc7L15aK5c5aWhMkG4//36i8Exn8s1te70vee2v9yfchYIrB3tQF++oIVzuprHbLw6XPL5zP2b6M1VaEx6xL3arPahkk9DKsZ7zuvCMUfaay8iMn2NdLDnkrU3F52iZrCLiIhMJ25Y62BngkbEpBprAbtHiKnmsXE1JImIzDYK2EXGycjmoQOFCr35KhM8Vh2MIR1zaE3H2D5UOmCYv69CJWBwrxnqjjH7bVi6+vIlo5u0DpV9PMdhcXuGP7p8KSc3J9SUISKzimcDPBuObnKqDnYREZHpxRsZERNLT8jxs5kGyjZGwlSxpX5QwC4iMusoYBcZJ0s7srSkPJ7pzU9IuD4yUz3uObRn47jOns1Jm5MxdhdefvPR0MJf/WgTn3zdySxf0HLA+xyos/2Uziwd7Y3s2qW5giIyuxggY6sUEvWA3fehWoFYPNrCRERE5LDEwiIAJp6akOM3JmMMkqGDAUrDfSQbuybkPCIiMnUpYBcZT8aMdniPDFI51qzdNbVg3AKOgY6GBAC9uQplP6wdv7456aGCfdepjQQsVHzWrN3KOV3NBx33sm9nu6bCiMhslg6rDLoZQtfDCXycYp5QAbuIiMi0EAvL9X9kJuT4cc9hkGw9YN/NxAyiERGRqUybnIqMk409OfoLVVrTsdHNS489XDdgzGhYP9K1/tJQbfNUx4DnGIypheeGWiC/NwPEnNqxHGNoSHhs6SuysSd3jNWJiMwOGeuDMQSpehd7UWNiREREpot4fQa7E5uYDnaAvFMbC1PJ9U3YOUREZOpSB7vIOAit5YntQxQqPi3pGIVqQMUPMcbgH8W8GMfAguYUmNoIGMfAzuFax/rOoRKhhVg9bLfWYi2kYg5lvzaI3VDrWHfqoTpANbQkPYds0mN3vsJA8eVHyoiICKRt7edlOZkllhvCaKNTERGRaSNuawG7iU9MBztAwWmAAKoFBewiIrORAnaRY7Suu587H+lmY0+eXDkgXwnwHAOmFn4fKQdIxlySMQez12yWOVnYPliiEtjRcS+WegDvGOZk41R8S0+uPPoYYwyhtQS2Ftq3ZeJU/RDPcWhOxcZh9SIiM18mrAXspWSGLOAU9QkgERGR6SJha6+P3AmawQ5Q8hohgLAwMGHnEBGRqUsBu8hRCq3lu0+8xJf+Zwu5ig+Y2lgYC5XA4gCeawgDe0SjYoyBOZnYmHAdah3rqZhLyQ8Ag18fCZOIuczJxMjEPVIxS6Ea4AchxWpIaEMcY0h6Dm2ZOOmYQ2+uwuL2DEs7tLu9iMjhSFsfgEKi1vmmDnYREZFpwoYkqQXsXnLiOtir8UYogy0NTNg5RERk6lLALnIU1nX389WHu3l06yDBaHo+NkYPgWpgycYdcpXwsEN21zE47Ol+L/khfhAyXA5Y1JKkN1/Fcwxu/Svp7el0r/ghqZjLe161iDvXbqVQ8WlIeGSTHlU/pDdXIR13Wbmi66AbnIqIyFgjHez5euebKShgFxERmRb8PZ/ujSUmLmD3480AOArYRURmJQXsIkfoF8/u4qYfbWJXvrJXuH5gFhiuhLSkXIIgZKiy/wM8Ux/1Ur+pGli6B0q1zUsB30JYn8Me2ASt6Ri9uQrt2fiYLndrLUMln8XtGd5yxjwWtqZYs3YrW/qK7M5X8ByHxe0ZVq7oYvmClnF7PkREZrpMvYN9KFZ7Ye6og11ERGRaMP6ejcnjyYn7BK9NNAMQqwxM2DlERGTqUsAucgRCa/nSzzYzUKxSqW8oejj6i8FBbwvsnt53A7Rn47Xj1xN3h9oGpo2pWrDuOAbHQG+uQmPSI+45VPyQoZI/pjt9+YIWzulqZmNPjoFileZUjKUdWXWui4gcoUx9k9PBWBoAoxnsIiIi04KpFgEo2RjJ+MTFHzbVCkCyqk1ORURmIwXsIvsIrT1oKL1xZ45ndw5TDSzhke9fekB7H8YYiHsOnuvgBwEYiLsOXS0pHGOw1ta61xsSNCZcXugvMVT2D9qd7hjDss6G8SlURGSWStdHxAzVA3ZHI2JERESmh2rtd3aBBEnPmbjzZNpr/1Xtn7hziIjIlKWAXWQv67r7R8eq+EGI5zosak2NBtcDxSrFaogfWlxTG98yngwQhJaKH+K5tVDfDy3l+mx1YwyNSY/+QpU/u2wxjjHqThcRmWBxQlwbUkiMdLArYBcREZkO/EptREyRBMmYO2Hn8Ro6AWgIByhO2FlERGSqUsAuUreuu5+b79tEvhLQlPSIpzwqfsizvXluvm8Tqy9fQnMqhmP2bEA63mKug1ufyW6MAWtr89n3apePew5DZZ+hks8Fi1onpA4REdnDAOmgQr6+OZopFSAMwZnATjgRERE5ZtX6WLeiTZCZwA72ZFMHAFmbp+iXwEtO2LlERGTq0StDEWpjYdas3Uq+EtCRjZOMuTjGkIy5tGfjFCoBa9ZuZUlHhgVtGULLy25wejQaki6e62CohfiWWrDjOns60yt+iOc4NKdi41+AiIgcUDqsUozXO9itrYXsIiIiMqWNdLCXSOC5Exd/NDa1U7G1DnmnuHvCziMiIlOTAnYRYGNPji19RZqSXq1zfC8jY1m29BXZ1JPn9ad2MDH965CJeyRjLgnPwQ8tQWiJe87ovEBrLUMln0WtKZZ2ZCeoChER2VcqrGIdh2oiBWhMjIiIyHTgl2q/r8tmYjvKW7NxdtMEQGWoZ0LPJSIiU48CdhFgoFjFD0LiB/nYYNxz8MOQvmKVHzy5c8LqKFcDrLU0JGrTmyzQmHCxQKka0JurkI67rFzRpXnrIiKTaGSj03KyNibGUcAuIiIy5YX1DvaKk5jQ86Rj7mjAXhh4aULPJSIiU49msIsAzakYnutQ8cP9Nr+x1jJc8glC2PDSMM/15iakBgco+ZZKvoLnOJzckQVr6S/67Kpft7g9M7rhqoiITJ50UA/YExmy7FIHu4iIyDQQlCeng90Yw7DTDBbKgxPXkCUiIlOTAnYRYGlHlkWtKZ7tzZPwHDCGUjUgX/YZLgdUghAsfOWRbirjPHzd1L9c13Dtq0+gLROnORUbHQGzsSfHQLE6ep0610VEJl86rABQSGRoA5zCxLzZKiIiIuMnrNY62H1n4jcdzcdaoAJ+rnfCzyUiIlOLAnaZtUJr2bBzmCdfGgbgNYvb2DZQZEtfkWoYEoT7P2Y8w3XXAdcYDFANLQY4oS3NqXMbx9xvWWfDuJ1TRESOTqo+IiafqG90qg52ERGRKc/WR8RUJyFgL8XboALkNYNdRGS2UcAus9K67n4+/+DzbO7N4e8VpE/U5qUHEoZgnNo5HQPJmMtQyZ/ECkRE5HCNjIgZjtcD9oICdhERkSmv3sEeuBMfsFeTcyAHbnH3hJ9LRESmlkg3Oe3v7+eSSy5h27Zth3X/tWvX8vrXv57zzjuPr371qxNcncxU67r7+eR/bmTjzhzV2uSX0a/JMDLgxQJBaEl4DnMyCVIxl+ZUbJKqEBGRIzGyyelQTJucioiITBvVIgCBl57wU9n0HADi5V0Tfi4REZlaIgvY+/r6WLVqFS+++OJh3/+DH/wgV155Jd/61re49957efjhhye4Splp/DDki//9PLtylUntVt+b60DcNXiOwXEM7ZkY1SBkUWtqdO66iIhMLSMB+3CiFrBrRIyIiMjUZ/x6wD4JHexuph2AVLV/ws8lIiJTS2QB+3XXXccVV1xx2Pf//ve/T3t7Ox/60IdYtGgR11xzDXfdddcEVigzxcis9TVru3n3v/ySX+/IRRauA/hhrSbHgLWWvkKVdNxl5YoubWAqIjJFxWyAZ6BQHxHjFLXJqYiIyFTn+LURMaGXmvBzxRo7AWjwFbCLiMw2kc1gv/HGG+nq6uKmm246rPtv3LiR888/H1MPIE8//XQ+97nPHdW5xyvDHDnObMtEp9O613X3c+cjW3mmJ89gqUoYZbIOeE4tYA9CsKZWzMKWNB+6eBHLF7REW9whTKfv+XiareuG2bv2qNc9257v6cQA6ZhDfu8Odmv1TRMREZnCnKBU+8ckBOzJpnrAbofYHfrgaMs7EZHZIrKf+F1dXUd0/1wux0knnTR6OZvNsnPnzqM6d1tbw1E9brKON11M9XX/4tldfPbHmxkuVSn7YS0DiTBgN4DnOjjGEoSWZNxlSUcDd33gAjwv0u0QDttU/55PlNm6bpi9a5+t65ZDy3oOPYn6Jqe+D9UKxBMRVyUiIiIH4wW1ETG2vofKRMo2dxJag2MsptSPTbdP+DlFRGRqmDZvqbquSzweH72cSCQolUpHdazdu4ex4xC0GlMLYcbreNPFdFh3aC2337eRoWKVxoTLYNGPNFyH2ux1G1osEFpIey4fuKCLgYGpP8d3OnzPJ8JsXTfM3rVHve6R88vUlI45+F6cwIvj+hWcQo5QAbuIiMiU5Y50sMcmvoO9NZukjwbmMEQw3IOjgF1EZNaYNgF7U1MTfX19o5fz+TyxWOyojmUt4xqcjPfxpoupvO6nd+bY0lekKenh10PtIKJaY/XNTIPQ4tdriLmGP7hgAed2tUzZ5/BApvL3fCLN1nXD7F37bF23HFrGq42DKaeypIf7MPlhaG6LuCoRERE5mJEOdqe+h8pEakx67LZNzDFDFPpfItt56oSfU0REpobpMZcCOO2003j88cdHL2/YsIHOzs4IK5KpbKBYxQ9C4p6D60Q3H7c97XJSe4YTWlPMb04yryFONu5y5vGNvPn0eZHVJSIiRy5TH+dVTNU+ZeAUhqMsR0RE5Kj09/dzySWXsG3btsO6/9q1a3n961/Peeedx1e/+tUJrm58xWwZABOb+IDdGMOg2wxAaejoxtmKiMj0NOUC9lwuR7Va3e/6Sy65hEcffZSHH34Y3/f5yle+wkUXXRRBhTLVhNayYecwD23pY8POYUJraU7F8FyHih+S9By8CEJ2BwisoVwNsNRmsBerIY1Jj/ectwBHG+OJiEwrmVjtz6Z8MguAkxuKshwREZEj1tfXx6pVq3jxxRcP+/4f/OAHufLKK/nWt77Fvffey8MPPzzBVY6feFjrYHcTEz+DHSDntgLgD/dMyvlERGRqmHIjYq666io+9rGPcdlll425vrW1lY9+9KO8733vI5vNkk6n+fSnPx1RlTIVhNby3Sde4rtPvERvroINQ4zj0J6N88bT5rKwJcnmXQXas3GaUx47hyuTWt/bzpzHlv4iW/qKDJV9PMdhcXuGlSu6WL6gZVJrERGRYzfSwZ6rB+xGHewiIjLNXHfddVxxxRU89thjh3X/73//+7S3t/OhD30IYwzXXHMNd911F+eff/7EFjpO4vUOdjc+8TPYAUrxFvDB5non5XwiIjI1RB6wb9y4cczln/zkJwe977vf/W4uuugiNm/ezIoVK8hmsxNdnkxR67r7+fyDz7OpJ0doaxsD1gT0F6r89Y8309EQxw9CXhoq05zyiDlQDSevxq7WNNddspiNPTkGilWaUzGWdmTVuS4iMk2NdLAPJOod7HkF7CIiMr3ceOONdHV1cdNNNx3W/Tdu3Mj555+Pqb+GOf300/nc5z53xOeN6iVQoh6we8nsQWsYuX48aqwm50ABnGLPpK15POuPwnSufzrXDqo/StO5dlD9BxJ5wH6kFi5cyMKFC6MuQyK0rrufm+/bxEtD5Vq4DoR7bUZogBDYUe9Yd4BCxZ+U2gzgOHs2R3SMYVlnw6ScW0REJtZIB/tAoj6DXQG7iIhMM11dXUd0/1wux0knnTR6OZvNsnPnkc8Xb2uL4DWRXwGC2vk75jBnzqFrGI8avbYF0Afp0s6XPd94i+Q5HkfTuf7pXDuo/ihN59pB9e9t2gXsMruF1rJm7Vb6ClX8eqpu97nPvpfD+n9MdPO654zMXQfPMbxy3vT+QSMiImNl6x3sQ/UOdqOAXUREZjjXdYnH46OXE4kEpVLpiI+ze/fwaBPSZDHlQdrq/y6WHXbtOvDvbWNqIct41Oin5gGQKe046PnG23jWH4XpXP90rh1Uf5Smc+0ws+qHcXqD9ZiPIDKJNvbkeKYnT7ESHNHjJmsyTGBrAf+JbWl1rouIzDBx1xAze2awO4Xh2keWputnI0VERF5GU1MTfX19o5fz+TyxWOyIj2Mtkx+wVwoAVK1LPJ542fOPR43JtgUAtAa9DIQhGOfYDngEoniOx9N0rn861w6qP0rTuXaYGfWPl8n7aS8yDvoLVYbK/qQF5kfC2tpImLZ0jGtffaJmrYuIzEAZ15Af2eTU9zGVI+/iExERmS5OO+00Hn/88dHLGzZsoLOzM8KKDp/xiwAUSZCKuZNyzsY58wmsIYaPU9BGpyIis4UCdplW+gsVgnBqvD2WjjmkvFqI7hpoTHqcNb+RG644heULWiKuTkREJkLaBd+N4ceTgMbEiIjIzJDL5ahWq/tdf8kll/Doo4/y8MMP4/s+X/nKV7jooosiqPDI2Wqtg71InGRscqKPuU0ZdtAKQKV/66ScU0REoqcRMTIlhdaysSfHQLFKcyrG0o4sjjEMlydns9LDUfZDMnGXxpTH286cx4qFLaN1iojIzJRxDWAppxrwKiWc/DBha0fUZYmIiByTq666io997GNcdtllY65vbW3lox/9KO973/vIZrOk02k+/elPR1TlkamW8gAUbIKkNzkd7NmEx1bmcDy7yfW+QPP8cyflvCIiEi0F7DLlrOvuZ83arWzpK+IHIZ7rsKg1xcoVXWwdKEZd3qjQAsbwF7+1hPMWtkZdjoiITIK0W3sTtZBqIDPYqw52ERGZljZu3Djm8k9+8pOD3vfd7343F110EZs3b2bFihVks9mJLm9c+KUcACUStE5SBztAv9cBwUYq/d2Tdk4REYmWAnaZUtZ193PzfZvIVwKakh7xlEfFD3m2N88n/3MjVf/INjcdb4baXnZx16E1HSOw0Jg88k1+RERkehoJ2PPJLO2Ao4BdRERmgYULF7Jw4cKoyzgifn2T06JJTOqnjHPJuZAHO7ht0s4pIiLRUsAuU0ZoLWvWbiVfCejIxjH1P4KSMZeYa9i8q0AQ0fh1zzEYIARcY+hoSJCKOezKVxgo7j+rUEREZqZ0/RPmQ4la955TUMAuIiIyFfn1ETEVk5zU81bSx0EeYvntk3peERGJjgJ2mTI29uTY0lekKemNhusA+YpPz3AlsnAdIAgtrmNIeg4djUmSrqFUDfAch+aUOthFRGaLTL2DfaAesGtEjIiIyNQU1DvYJztgp/F46IV0acfknldERCKjgF2mjIFiFT8Iiaf2/M8yX/F5aahMEEaXrpv6V0c2TmMqRsxzqVZ9hko+i9szLO2YHjMIRUTk2KX3Cdg1IkZERGRqCiu1Dvaqk5jU88ZaugBoquykPKlnFhGRqEzeTh8iL6M5FcNzHSp+CIC1ll35KmFombyJeWO5pjYexgKBtVhrKVYDenMV0nGXlSu6JnWen4iIRCvl1N50HU6OBOxD0RYkIiIiBxRWigBUnNSknjc9pzarvtEOQbU4qecWEZFoKGCXKWNpR5aFLUn6ClWGS1UGSz4VP8QYIhsPYy20pD1irsEPLLvyFQrlWuf66suXsHxBSzSFiYhIJBxjSLmQTzYAYAo5sGHEVYmIiMh+qrURMYE7uSNi2lrbGbK1UN8ZfnFSzy0iItHQiBiJXGgtG3tyrH2hn53DZYZKPoMlP+qygNqmpkOlgDOOa+RDF5/AcMln0bxmOhMGE1lfvYiIRCnjGHYnMlhjMGGIKeSxmYaoyxIREZG91bvH/UnuYO/Ixtlu59BotlLq6ybeunhSzy8iIpNPAbtEal13P2vWbuWZnjwDxSqHalR3qAXek63shwyXfQqVgAtOaGXOnAZ27RrGRrjpqoiIRCftGnodl0q6kUR+EGd4gEABu4iIyJRi/FoHe+hNbgd7MuayxZnDKWwlv+sF4srXRURmPI2Ikcis6+7n5vs28UxPjuHSocN1mNhw3QAx98A96Y1Jj95chZvv28S67v4JrEJERKaDjFv770KmCQBneCC6YkREROSATL2DPfQmt4MdIJeYC0B5d/ekn1tERCafAnaJRGgta9ZuJV8JqPgBfsTd4K4DrjHsu1+pY2BuQ5z2bJxCJeDOR7YShmpdFxGZzdJu7ZdFLq2AXUREZKpy/TwAgZeZ9HOXMvMBcIa2TPq5RURk8ilgl0hs7MnxTE+eoWKVfDXawNoAQQh+ELJvdj4nE8NxHIwxNCY9Xugr8tT2oUjqFBGRqSHr1QL2gVQjAM7QQITViIiIyIF4fg4AG89O+rltfe56Q27LpJ9bREQmnwJ2mVShtWzYOcx3HttOf7Eaeed6SyrGO84+joakR7DX9Y6BjmyMtkxi9Lq451ANQ/oKlckvVEREpoxsvYN9d1Id7CIiIlOVF9RmsNv45O+TEm9fCkBHpRtsFDuJiYjIZNImpzJpHnmhj3/4ny1sGywzXKxGXQ6OgSXtGf74NSfxR68+kTsf2crX/3cbqZhDW7rWub63ih8Scxxa0/GIKhYRkalgpIO9dzRgH4yyHBERETmARFAbEeMkJr+DvfW4k6hal6Qpk8/tIGw4btJrEBGRyaMOdpkUX//frVz/vV/z1I4cg8XqmG7xKJj61yUnz8ExBs9x+P3zF/DKeQ1YC2afYezWWoZKPgtbU5x6XGMkNYuIyNSQdmp/QA3uPYPdan8OERGRqSRR72B3EpPfwT6/rZEXbCcApZ1PT/r5RURkcilglwm39oV+/uHnL1D2QywQdQThGEjFHDIJl+Oakntdb1i5oot03KU3V6FUDQitpVQN6M1VSMdd3nNeF45jDnF0ERGZ6YwxZFwYTjViARP4mGI+6rJERERkLwlbC9i91OQ3SKViLlvd2kan+R0K2EVEZjoF7DJhQmt5ascQt/z4Wcr+1Jg7Z4D2TJyObJxUzKM5FRtz+/IFLay+fAmL2zMUqiG78hUK1ZDF7RlWX76E5QtaoilcRESmlKxnCB2Xarq+0anmsIuIiEwdYUDKloBoAnaA/uTCWim7NkVyfhERmTyawS4TYl13P2vWbuXZ3jx9hcmft+4Y8ByDH1pcYzCmNubFYkjFHIZKPsc1JekvVNmwc5ilHVmc+liY5QtaOKermY09OQaKVZpTsTG3i4iI1DY6tRQyTcQLQzhDAwSd86MuS0RERABT3fPJsnhEAXux8UQoQmLwuUjOLyIik0cBu4y7dd393HzfJvKVgJhrIhkJYy20puPsLlQILTjWElqIuYbd+QqVEF4cLPOpH27Ecx0WtaZYuaJrtEPdMYZlnZM/q09ERKaHhvpGp7lME829W3FyA9EWJCIiIqNMJQdA2XqkUqloamhbAjuhufgCfiQViIjIZNGIGBlXobWsWbuVfCWgIxvHEE3XtwUSnqGzIUHcMfhh7TrPMVRCiLuG5pTHnGycdMzh2d48N9+3iXXd/ZHUKyIi00utgx0GUvWNTocGIqxGRERE9mYqwwDkSJGJR9NXmJl7MgAtwa7RwF9ERGYmBexy2EJr2bBzmIee72P9tkFCu39v+saeHFv6ijQlvdEZ5lFwDAyXA4rVgMZUjFPnNrDqVQtZ1JomE3c5vilJMubiGEMy5tKejVOoBKxZu/WA6xIREdnbSMDel6wH7JrBLiIiMnXUA+28TZKOu5GUcHznXHpt7e8E+p6NpAYREZkcGhEjh2VkpvqWviJ+GJLwXLqak2PGqoTW8sT2IQqVgIRn2JWvRhZWWwsNCZfffuVcVixsYWlHlo09Oe5+fAdNSQ+zzzx1YwyNSY8tfUU29uQ0HkZERA4pWx8R05vUJqciIiJTTbU4BECONNmIAvb5zSme5zjaGWTwxQ00zj0zkjpERGTiKWCXl7X3TPWmpEfc8wgsPL0zxyd+8DTvu2Ah85uTfG3dNp7pyZEr++TKfiSz10c4BgaKPv+2fgevmNuAYwwDxSp+EBJPHfh/9nHPYajsM1Cc/E1ZRURkesm4YNhrRMzwQO3dXW2ILSIiErlqYRCojYiZ40XzwX3XMexOLITKBorbn6LxnEjKEBGRSaCAXQ5pv5nqxpCv+PQVqpSqIUFo+eufbMZ1DI6BMLSRButQCzwSMZe5DXF25ausWbuVc7qaaU7F8FyHih+SjO3fxVDxQzzHoTkVm/yiRURkWnGMIe3CULoJaxyM72PyQ9hsU9SliYiIzHrVUm0Ge9Gk9vv08mTKtbwCdv6QVN+TkdUgIiITTzPY5ZD2nqk+Eq6/NFSmWA1xDHgO+KGl7IcUqyHlYOLjddfUvg56uwNzMjEcxxkz9mVpR5ZFrSmGSj52n9E11lqGSj6LWlMs7chO8ApERKa3G2+8kaVLl45+XX755QA888wzXH311SxfvpzPfvazY37WHuq26arBNYSOS6mxNirN7d8VcUUiIiICEJRqI2JKTjrSOsy8swDozD9d+6SbiIjMSArY5ZBGx6p4Dtba2lz10BJzDI4xhJP8N0LMMWAMMdch7hr2zdkNMK8xMbpTfNxz8MOQgWIVxxhWrugiHXfpzVUoVQNCaylVA3pzFdJxl5UrunD08X4RkUN66qmnuOOOO1i3bh3r1q3ju9/9LpVKhVWrVnHqqady9913s3nzZu655x6AQ942nTXW57DnGucA4AwoYBcREZkKwnJtk9NKxAH7nEWnU7YxsjaHM7gl0lpERGTiKGCXQ9p7rErJD6n4Ia5jMMbgh5ZJaFgfw3UMBku1nuzH9mllP74pQTaxZ8TLvmNfli9oYfXlS1jcnqFQDdmVr1Cohixuz7D68iWjG7aKiMiB+b7PM888w7nnnktjYyONjY1ks1kefPBBcrkcq1evZsGCBVx33XXcddddAIe8bTobCdj7s22AOthFRESmCluujYipeJlI6zixo5lf24UAlLY+GmktIiIycTSDXQ5pZKzKs715UjEHS61L3FqLP4nt6wZwHMjGXSqBoRpYKkE4Zt57eyZGQ3JPuD4y9mVxe2bM2JflC1o4p6uZjT05BopVmlMxlnZk1bkuInIYNm7ciLWWN73pTezcuZPly5dz44038vTTT3PGGWeQSqUAWLp0KZs3bwY45G1Hajx+VB/VMcz+j22O1S70ZFo5GXAHdkW6x6k5QI0zwUxc10xcE8zMdc3ENYHWNVHnlanD1AN234t2/Gcq5vJ87GTOCp6ltPVR4qe9NdJ6RERkYihgl0MaGaty832bGCr5AATW4k9i67pjanU0JDzed+FCHti0iy19RUrVAMcYmlIeubJPaKFUDYh7tY77oZJ/0LEvjjEs62yYtDWIiMwUmzdvZsmSJfz5n/85LS0tfPrTn+YTn/gEixcvZv78+aP3M8bgOA6Dg4PkcrmD3tbUdGSbgra1je/P7ljMPayZqOl0AoA5c/ac3xZ92D3AS5laB7s32Dfm9qiM93M0VczEdc3ENcHMXNdMXBNoXTJzmWptREwQcQc7wEDzqbD7B8R710ddioiITBAF7PKyRsaq3PlIN7/cNogfTu754/V56yd3ZHjz6fN48+nz9us+f3TrAGvWbmVLX5Ghso/nOCxuz7ByRZfGvoiIjKOrrrqKq666avTyX/zFX3DZZZdx4oknEo/Hx9w3kUhQKpVwXfegtx1pwL579/Ax7xFmzJ7wpVoNDitgLxTKNAC7dg2PXhfUP8m1M91au2J4kF3bd0E8cWwFHqWRdY3HczSVzMR1zcQ1wcxc10xcE2hdE3VemTqcesAexqLtYIf6Rqe7oT3/NMNhAI4bdUkiIjLOFLDLYVm+oIUgtPxy62AEZ7c0peJjOtH37T7X2BcRkWg0NjYShiFz5sxh06ZNY27L5/PEYjGampoOetuRsvaw8vDxZ/ecf4RrDBkX8iTxUxm8Yh6nfxdBx/ERFLhHZM/RBJuJ65qJa4KZua6ZuCbQumTmcqt5AGws+g72rpNeSW59kiwl8v2bCNtOibokEREZZ9rkVF5WaC13P76dP/m3p/Aj+EM1tPCWM+a9bCf6yNiXCxa1sqyzQeG6iMgEuPnmm/nBD34wenn9+vU4jsPSpUt5/PHHR6/ftm0blUqFpqYmTjvttIPeNt011Tc6LTTOAcDRRqciIiKRiwX1gD3RGHElsGxuM7/mBACGnl8XcTUiIjIRFLDLqNBaNuwc5qEtfTy1Y4indgzxlYe38JYvr+Oz9z9LKYJ0PeEasgmPh7f0E6oNRUQkcsuWLeO2225j3bp1PPTQQ9x44428+c1v5lWvehXDw8N873vfA+COO+7gwgsvxHVdli9fftDbprvGesA+1FCbw+4OKGAXERGJWrwesDuJ6Ef3xD2HrelXAlDd8j8RVyMiIhNBI2IEgHXd/aMzzIvVgFI1wA8skzxufQzXGDobk7gGtvQV2diT08akIiIRe9Ob3sTmzZu55ppryGQyXHbZZVx33XV4nseNN97I9ddfzy233EIQBHz9618HOORt091IB/vubBvzUQe7iIjIVJAICgA4iehnsAPk510Iz32H9l2P4FtbG9wvIiIzRqQB+zPPPMPq1avp7u7mrW99K3/6p3+KeZlfNKtWreKBBx4YvXzBBRdw5513TnClM9u67n5uvm8T+UpA3HMoVPxJ38j0QFozMTJxl9Bahso+A8Vq1CWJiAhw/fXXc/311+93/WWXXcaPfvQj1q9fz9lnn01ra+th3TadjXSw78zU1qMOdhERkeglw1rA7qaiHxED0LzkIkqbY7QEu+jrf5agdUnUJYmIyDiKLGCvVCqsWrWKiy66iL/927/lr/7qr7jnnnu4+uqrD/m4J598knvvvZe5c+cCta44OXqhtaxZu5V8JaA9G2fbQIlgksN1w+jecbimNkvdApl4bXRAxQ/xHIfm1JFvhiciIpOrs7OTzs7OI75tuhrpYN+aro2IcQZ2g18FT7+zREREIhFUiVMBIJ6aGp+APq2rnf8Nl3KR+ySVzQ/gKmAXEZlRIpvB/uCDD5LL5Vi9ejULFizguuuu46677jrkY3bs2AHAySefTGNjI42NjaTT6ckod8ba2JNjS1+RpqRH2Q8pVgImY9K5A6Q8w8LmBMc3JUh6Dq4BzzGEQMJzSMZcrLUMlXwWtaZY2jE1Pt4nIiIyosEzuMBAspEgkcKEIe7unqjLEhERmbVMNTf679gUCdizCY+nU2cDUHnuZxFXIyIi4y2ygP3pp5/mjDPOIJVKAbB06VI2b958yMc88cQTBEHAxRdfzJlnnskf//EfMzg4OBnlzlgDxSp+EBL3HPwgnLSZ6zHP0JiMkauExFyHOdk4xhgqgcVgaUnHKFcDenMV0nGXlSu6cDSnTkREImCtJZ1JANDe3jDmq7OjkfaUB8ZQ7pwPgNu7PcpyRUREZjVTqQXsJRsjlUxFXM0ewYKLAWjfvQ5CP+JqRERkPEU2XyWXyzF//vzRy8YYHMdhcHCQpqamAz5my5YtnHrqqXz0ox/FcRxWr17N5z73OW644YYjOvd45bQjx5mOuW9oLRt35tjaXwSg7IcMl4NJO397JsHq1y7mX9Zu44W+ItUwpCHhEViL6xiK1QDfcVjcnuE953WxfEHLpNV2KNP5e34stO5o64jCbF171Ouebc/3dGCo/Y3yXF+RJcB9z/bv90mvarX29vTzqXZOZRNu70uTXaaIiIjUjXSwD5MiXR87OhWcdOoK+jdlaSFHfsevsMctj7okEREZJ5EF7K7rEo/Hx1yXSCQolUoHDdjf//738/73v3/08kc+8hGuvfbaIw7Y29rG92Ni4328ifaLZ3fxpZ9tZnNPjko9WB8oVSd19vq7zuviynMW8vqzFvDU9iH6ChVa03GWzW1gw47h0cunHteI40y9xGm6fc/Hi9Y9+8zWtc/WdcvB2b3+e9+APekCPrzU3MmpqINdREQkSiMd7DmbGt3Xayp45XEtrDWn8Vs8xNCT/0GDAnYRkRkjsoC9qamJTZs2jbkun88Tix3+pmCNjY309/dTqVT2C+sPZffuYew4DBo3phbCjNfxJsO67n5u+tEm8pWAuFPrXLc2nNRwPeYaTu/IsmvXMADzkg7zkkkABgbyYy739eUOepwoTMfv+XjQumfXumH2rj3qdY+cX6aXlFPbrvvFxtoG7G5fDwQ+uNqIXUREZLLZUu11Zp4U6djUCdhdx9Ddfgn0PkTTC/9JaD+pjy+KiMwQkb3yO+2008Zsarpt2zYqlcpBu9cBrr32Wn7/93+fM888E4D169fT3t5+ROE6gLWMa3Ay3sebKKG13PnIVvoLFfKVcFI2Mz2Qpe0ZTu7ITovn7GCmy/d8vGnds89sXftsXbe8vAO9DE7Vd7TZlWzCptKYYgF3906CjuMntTYRERGBSqG2T1uOFG1TqIMdILvs9RR7bqWt8iL9u57Ebz8t6pJERGQcRLbJ6fLlyxkeHuZ73/seAHfccQcXXnghruuSy+WoVqv7Pebkk0/m5ptv5vHHH+eBBx7g9ttv513vetckVz59bezJ8dRLw+QmOVx3HRj5sybhOay6aJE2LBURkWnHhgGXL27htft8XXlyK1nPAWOo1kP1pmI/7e0NtDZPnc3VREREZgO/NARAgRSeG1nkcUDLFx/PT+2ZABTX3xNtMSIiMm4i62D3PI8bb7yR66+/nltuuYUgCPj6178OwFVXXcXHPvYxLrvssjGP+cAHPsD27dt573vfS1tbG+985zv5wAc+EEX500poLRt7cnz7l9vIVSZvI1OovYNjbW1ebcJzWPWqhZy3sHVSaxARETlmxmAcl03f+z72AB9vSHe+glyqhQETowOorP05fu9uGl7/hsmvVUREZBbzS7UxoyUnHXEl+2tKxXi27TLoX0ty838Q/OYnNCZGRGQGiHQ46GWXXcaPfvQj1q9fz9lnn01ray14/clPfnLA+8diMW666SZuuummySxzWlvX3c+dj2xlw44hhiuTM2jdNRB3HcpBSNJzSHguxzcl+eBFi1ixsGVSahAREZkI9iDzg5rKeXpSLexsmksHv8bJD2vOkIiISASCegd72c1EXMmBtZ9xJcUH/prWynb6eh4n6Dwz6pJEROQYRb77VmdnJ52dnVGXMSOt6+7nk/+5kd35CuEkvcb3HDiuKYVjYLjk897zF3D6cY0s7chqLIyIiMxYzZVat9ym1oWcBphCDnw/2qJERERmoaC+yWngTc2A/VUnz+eBn5zDFeYh8o9+jeQVZ0ZdkoiIHKOpNZBMjkloLRt2DvPQlj7WvzTIZ+/fRG9u8sL1pOdwXFOKdMxhuOSzuD3D2848jmWdDQrXRURkRmst117Mv5DtJEykMICTG4i0JhERkVmpVNvkNIxlIy7kwJIxl03HvwWA9hfuhUo+4opERORYRd7BLuNjXXc/a9ZuZUtfkWLFJ18JCCYpWHcNdDYkyCY9qn5Ib65COu6yckWXgnUREZkV0n6ZhF+h7MXJNbfTuLMbZ2gg6rJERETGeOaZZ1i9ejXd3d289a1v5U//9E8xL/OabdWqVTzwwAOjly+44ALuvPPOCa706DnlAQCq8eZI6ziUk895Hc99/284kR3kNtyDPeN3oy5JRESOgTrYZ4C1L/Rzww+f4dc7hqn6AblJCtcdA286rYNzFzQTWNidr1Cohixuz7D68iUsX6B56yIiMjsY9nSx72jtAsAZ6o+wIhERkbEqlQqrVq3i1FNP5e6772bz5s3cc889L/u4J598knvvvZd169axbt06/v7v/34Sqj16scoAAGGyNdpCDuGcBc38MPk6AMJf3RltMSIicszUwT7NPbRlN6vvfZp8JZjU83oO/PTaC0m4HqG1bOzJMVCs0pyKad66iIjMSm3lIV7KtLGp40RO3vBznGIem89FXZaIiAgADz74ILlcjtWrV5NKpbjuuuu44YYbuPrqqw/6mB07dgBw8sknT1aZxyxRHaj9IzV1G76MMaTO/B3Kj/w/OvIb2b3jl4Rzz466LBEROUrqYJ/Gvv6/W7n+u7+e9HAd4COvXUrSq70/4xjDss4GLljUqnnrIiIya7XWN1XrznYQpmobq9kXNkdZkoiIyKinn36aM844g1QqBcDSpUvZvPnQv6eeeOIJgiDg4osv5swzz+SP//iPGRwcnIxyj1rar9XnpKduBzvAJWcs5T+5EIDSzz8fcTUiInIsFLBPQ6G1fOexF/nCf2+hOlk7mO7lzOMaWPWaxZN+XhERkamsuZLDsZaCG6fU2AaAff7ZiKsSERGpyeVyzJ8/f/SyMQbHcQ4ZmG/ZsoVTTz2VL3/5y9x99928+OKLfO5znzvicxszSV9Y0mHtDe9Yw5zDftyk1lj/yiRcXlj8XgDm7fgx7sBzR32sKOofz6/pXP90rl31q3bVv+ffx0ojYqaZdd393PlIN49uHZy0TUz3ZoB/eOcZk39iERGRKc6zIR1BgR1ehp1tx3PCzm7CZ5+G5ZeP319uIiIiR8l1XeLx+JjrEokEpVKJpqamAz7m/e9/P+9///tHL3/kIx/h2muv5YYbbjiic7e1NRx5wUejNAjUPuHdftx85sw5/PNOWo17eecbX8+P//ocLnUexX/ki3T8nzuO+lhR1D+epnP907l2UP1Rms61g+rfmwL2aWRddz8337eJgWI1knAdIOUZNvXkmdtx4D/AREREZrMF/jA7vAxPdy5h0dOPYAb6cHftIGifF3VpIiIyyzU1NbFp06Yx1+XzeWKx2GEfo7Gxkf7+fiqVyn5h/aHs3j2MnYTXsM5gN61AwSYIA4ddu4Zf9jHG1EKWyapxby7w60Xv4dLuR2l59m76tnyEMHtkfzNEWf94mM71T+faQfVHaTrXDjOrfhifoF0jYqaJ0FrWrN1KvhKQ9KL7tlVD6CtUIju/iIjIVLbIHwLg+XQ7YVNt9mts81NRliQiIgLAaaedxuOPPz56edu2bVQqlYN2rwNce+21PPbYY6OX169fT3t7+xGF6wDWTs6XKfYD0E+WxkTssB83mTXu+3Xxxa/nkfAUYvjkf3rLUR0jyvrH42s61z+da1f9ql317/n3sVLAPk1s7Mmxpa9I3DXsylcn/fyOAc+BwFoGi/6kn19ERGQ6OD7I4YUBRTfOwJzanNvY5l+P319uIiIiR2n58uUMDw/zve99D4A77riDCy+8ENd1yeVyVKv7v848+eSTufnmm3n88cd54IEHuP3223nXu941yZUfPlvoB6DfNtCYmh4f2D+uKcm6hdfU/r3lbpz+5yKuSEREjpQC9mlioFilWPHpzVeY7JfoBog5htCCawxN6cP/CKGIiMhs4mE5vjIIwKbOJeB5uIN9OLt3RlyZiIjMdp7nceONN/LJT36SCy+8kP/6r//i+uuvB+Cqq67iZz/72X6P+cAHPsBJJ53Ee9/7Xm666Sbe+c538oEPfGCySz9sldwuAPptlsbE9AjYAS699A38NDwLl5D8Tz4ddTkiInKEps9vnFmuMelRqIYE4eSf23XAt7Uu9mzCozWlgF1ERORgusoDvJBs5YXMHC5YfAr26SeJb/41pTlzoy5NRERmucsuu4wf/ehHrF+/nrPPPpvW1to4s5/85CcHvH8sFuOmm27ipptumswyj1q1HrAPmwY8d/r0E87JxPnZsj/i4qffy4Id/8XOHU/gzD096rJEROQwTZ/fOLPcr18axg8n/+PljgEwJFxDOuZyckeGpZ3ZSa9DRERkulhQGgBge7yRYGntxXH8mcchjOBdchERkX10dnZy2WWXjYbrM0mQ7wMg7zVFXMmRe93Fr+GHzkUA5O/7VMTViIjIkVDAPsWF1vKdx17krx/YPKHnySZcFrYkaUvHap3qcZd5DXHmNSboyMZJxVyaUjFWrujCMWZCaxEREZnOmoMSLdUCoXHYNO9kwkQKZ3gQr3tT1KWJiIjMaLZYC9hL0zBgz8Q9yuf/CVXrcuLQwww989OoSxIRkcOkgH2KCa1lw85hHtrSx3cee5G3f/V/ueXHm5nI5nXH1D6Sloq5AJzckeUVc7OEGEp+SGBhcXuG1ZcvYfmClokrREREZAYwwJJi7SPqvx4OqSw7C4DE+rURViUiIjLzmVJtk9NqvDnaQo7Sq846i/tTrwPA/uzT2iRdRGSa0Az2KWRddz9r1m7luV15BkpVqsHknDdWmwNDb65COu5y7cUncE5XMxt7cgwUqzSnYiztyKpzXURE5DAtLu5ibeMCnh+uMrzsXBKP/YLY1s04A7sJm9uiLk9ERGRG8sq1gN1PNEdbyFEyxtD+2tUU/u1+Flc28OhD32DBhb8TdVkiIvIy1ME+Razr7ufm+zbxxPYhevOTF64DJGIuxWo4pkvdMYZlnQ1csKiVZZ0NCtdFRESOQEtQYk41hwU2x5rwFywB1MUuIiIykWKVAQDC5PSdL7+waxE/73g3AF2PfZZqMRdxRSIi8nIUsE8BobWsWbuVXfkKxerkbYDmOfDOs4/jr648hVvf+Ao+f/VpGgEjIiIyTpYUdwPwTCGgfPp5AMR//SgmNxRlWSIiIjNWojoIgElN34AdYMmVf8o2Ouiwu9n8HzdFXY6IiLwMBexTwMaeHM/2DE9auO4AnmP4wIWLuP43F6tLXUREZAKcUuzFMdBbsbzUeQL+3C5M4JN89MGoSxMREZmR0kEtYHcz0ztgz2SyPH/GnwGwYse/0v3cryOuSEREDkUBe0T23sz0yw+9wO7ixM+EycZdupqTzG1M0JaJc94idauLiIhMlHRYZVlzAoAN+ZDi+ZcCEN/wS5zBvihLExERmXmqReK2AoCXnt4BO8Apr3obTybOJmF8Kvf9OX6oDU9FRKYqBewRWNfdz7V3r+cj33uKP/23p/jZ5ol/ke0YmJONk4m7lP2QRa0plnZkJ/y8IiIis9k57UkAniuE5DoXUu06CROGJB++P+LKREREZhanVNvgtGJdUtnmaIsZD8aQev1nqFqXC/y1/OLH34m6IhEROQgF7JNsZDPT9duH6CtUKPmT8y50wqt9q3tzFdJxl5UrujQSRkREZILNS3vMiRkC4KlcQOmCy7DGEN/8a7wtG6MuT0REZMYw9YB9gAaaUrGIqxkfjce/go1d7wTgrI238kLvQLQFiYjIASlgn0R+GHLLj59l60CJQjXEn6T9TA0Qcx2K1ZDF7RlWX75Em5mKiIhMAmMMZza6QC1gz7XMpXzGBQCkH/wPqJajLE9ERGTGcEq1T4b32yxNyZkRsAN0/tbH6HdaONG8xDPf/7RGxYiITEEK2CfJuu5+3rXmUbb0FSf1vCnP8CeXnsRfXXkKt77xFXz+6tMUrouIiEyiBUmHOTGDb+Hx4YDS8tcQNDbj5IZI/fxHUZcnIiIyI4T53QD008CcbDziasZRsomhi24A4K3Fb/MfP/vviAsSEZF9KWCfBOu6+/nkDzZOWrhuqI2E6WyI89dveiVvO/N4LljUyrLOBo2FERERmWTGGM5p8gDYkAsYwKP4mquwQOLXjxJ79sloCxQREZkBisO7ABikgaakF3E14yv9yjezte03iJuAs578S57eMRB1SSIishcF7BMstJab79tEb74y4ecyQMwxNKdinHl8I5983VJWLFS3uoiISFRsGNDe3sCZ8xs5sSFGCKzLQ/OZp+NedCkAmZ/eyxy3THt7A+3tDbQ2p6ItWkREZBoq1wP2kteImWmNZcaQuuJWSibFOc4zrP/+X1OqBlFXJSIidTPrbd0p6HMP1GauT7Q3vbKDs7paaEp5tKbjLO3IqltdREQkSsZgHJfh//x3sJZXuQm628+gOwfrfvoIy0pV4tkmnNwglX+6ncqysyAWp+H1b4i6chERkWknGN4JQCneFnElE8M2zmfwgr8g+YuP8QeV/8cXf/yb/O7rLo26LBERQR3sE+qRF/r4zmMvTfh5HANvOuM4rnhFJ686oU2jYERERKYSa8FaGv0Sy4e3AfDfjScw4KaonLgMG4vjlArENv8aQnWjiYiIHA0vX3vtXUrPjbiSieOc+bvsaL+IhKly+aZP8j+bJj5vEBGRl6eAfYKE1nLLfc8wGRt8L2nPsKyzYeJPJCIiIodkrSWdSdS+0gmAPZczCS60u5jvD1N1XH7Udgp+PEllySuxjoM71E/s+Y1YG0a8ChERkeknVayFzX7muIgrmUDGELvyNvJuE6c5Wyj86BO8NDjxn5gXEZFDU8A+QT73wLN0D0783PWmpMcfvfpEdayLiIhEzFDb0PS5viKb+4ps7q9tbj56ua/I831FTtu+gXhQpddL85PmxYTpBqonLsMC7u6dhP/5vVrXu4iIiBy2xkptRIzT1BVxJRMrzMyl9NrbAHg3/8m/3f0VKr7enBcRiZIC9gnw9f/dyrd+NbEf1XIdOKUjw82/vYzlC7SRqYiIyFSxbzS+7+VUUGFFz9M41rIp3c4jDV2EzXOonnAKFgjX/Zzkwz+epGpFRESmP1MZJh3mAIi3zI+4mokXnng5PcveB8Af5f+WL9/zg4grEhGZ3RSwj7NKEHD7z56fsOM7wMKWJP/0zjNY83/OVrguIiIyDXWUBnlt8QUAHm3o4pfZ4wjbOvEXngxA8lf/Q+LRB6MsUUREZNpwhrcDMGAztDTPjtfI5tUfp7flXBpMkSuf/DA/fWJj1CWJiMxaCtjH0brufl51288n9BzHNSX46GVLOG1ek8bCiIiITGOnVXdz3lAtZH+ocRGPZo/H7zgO5/I3AJB65Cckfvk/UZYoIiIyLbi5FwHYbufQnklEXM0kcWOYt3yVvvhxLHB6Oemnq3iqW5ueiohEQQH7OFnX3c+HvrN+wo5vqI2E+dhrT1bXuoiIyAxxbu5Flg9vBeDhxoX8d+MizAWvobj8NQCkHr6f5NoHNJNdRETkEPzBWsD+om1jTjYecTWTxyZbCN/yNfJOA2c5m0jf+x5e2NkXdVkiIrOOAvZxEFrLNd9Zv9+M1fEQcwxLOzJ89LLFGgkjIiIyA60Y3sqrBmvj5dZn5vFvW4bJn/tqiudfCkDyf39G8qH7FLKLiIgcRKWvG4BeM4dM3I24mkk2ZynO795NnhQreAp79++wvacn6qpERGYVBezHKAwtK/7mvyfk2L99agdf/p0z+Zf/czZXn3GcRsKIiIjMINZa0pkE6UyCC+njDYXncG3IxoEK9w+EOJe8Dud1bwIg+dgvSP33D8CG0RYtIiIyBYWD2wAYindiZuHr5tQJ59F/xZ0USLLcPknmO2+ie8szUZclIjJrKGA/Buu6+znxY+O/W/eC5gRffOtpfOJ1p7Css0HBuoiIyAxjAGMMz/UV2Vz/iu/czoU7nyLhGl7M+/zjU338W9OpbDzvCsCQeHId6R/dBX416vJFRESmFC9X2+S0mJobcSXRSZ74Kna84dvsMi0sppvF//7bPP+Lb0VdlojIrKCA/Sit6+7ng98e/5nr58xv5Du/v4IVCzUKRkREZKbbd+hLe2mIlSc3k3SgauGZYsjjC87EecvvYB2H+OZfk/3+v2BKhUjqFRERmYqSxdrmntXMcRFXEq2GhWeTf/u9bHKX0GTyrPjV9ez4+u9R7e+OujQRkRlNAftRKFSrXDMBG5o2JV3+/u1nqGNdRERkFmuJwzWvbGNZc22Ttq1ly/eziwl/5/2QSOLt2ErTv32VOV6F9vYG2tsbaG1ORVy1iIhIRMKATKU2c9w0zo+4mOil5ywi9d7/5Cet7yK0htMGf0Lrv76Gvn//MxjeHnV5IiIzkgL2I/TH313Pqz//0Lgfty3tcfNvv0LhuoiIyGxmDMZxeeHeeznlsQc4ve85TH0u+z/3p9m67HxsPAG7e6n+/a3kv/kvDP/nv+PGvKgrFxERiYRT7MWzPr51yLTN7g72EYlEktPedSv3X/ANfskyklRY+sLXafmXC8h/8//gbvoPCMpRlykiMmNEGrA/88wzXH311SxfvpzPfvazWLvvB6X3t3btWl7/+tdz3nnn8dWvfnUSqtzjj7+7nv95rn9cj+kZWLGgiRuvXMbyBRoLIyIiIrUNUI21LB7czmu2P05LUCLnJvhO1/k8fO6VhOksxq8S2/g47otbsNr8VEREZimn3pW9g1YWtjVGXM3UctY5F9H6vh/wryfcylr7CjwCFu3+Ka0/+gDZfzoT/utPiG1/RJuoi4gco8gC9kqlwqpVqzj11FO5++672bx5M/fcc88hH9PX18cHP/hBrrzySr71rW9x77338vDDD09KvSXfH/dw/Q2vaOcr7z6Lv3vr6QrXRURE5IBaKnl+L7eBUwo7scbwizlL+far3k2h/XgMEHvxeYJ//bLmsouIyKwUDm4D4CXbyglt6YirmXoyiRiXX/Eu2v/vD1jzyq+zxryRl2wrqWCY9me/QfN3ryb95XNJPvhJvJ2/gsNofBQRkbEiC9gffPBBcrkcq1evZsGCBVx33XXcddddh3zM97//fdrb2/nQhz7EokWLuOaaa172MePlo99+ZNyOZYC/u/qVfPL1y1jW2aCxMCIiInJIcUIuHdjMa/s2Eg99Xky18k/nvZvNS1dgjYN99mmy3/wS4aYNUZcqIiIyqYZ7twDQa+YwJxOPtpgpLJvwuOLVr+HyD/wdD17+Iz7dchN3BRczZFNkyj00rP8yLXf9Ntk7LyD90GdwBl+IumQRkWkjsoGdTz/9NGeccQapVG1TrqVLl7J58+ZDPmbjxo2cf/75mHogffrpp/O5z33uiM99NHn2L14KjvxBB/GRS0/kghNax+14k23k+ZuN7wvM1rVr3dHWEYXZuvao1z3bnm85cktKu+nszfGT5pN4MdHM95ZeyiltJ/C6DT/G7d9F8K//TGrpGRQvuAybboi6XBERkQlndz4FQF/qhNGsQA4u5jpcsnQulyz9PXYMvZ1/fHIru9b/F68q/4zLnF+SLmyDX36BzC+/QP6438A/4/eoLLwM3FjUpYuITFmRBey5XI758/fs8G2MwXEcBgcHaWpqOuhjTjrppNHL2WyWnTt3HvG529qie8G5qC3NBy89BceZ/r/4o3weozZb1651zz6zde2zdd0ydVlrSWcSAKSBd5U283g4h58m5/P0nBPZcmEXb+3+OZ3rHya+8XFiz22gdM5vUD7tPIipm09ERGau7EAtRyn2DAAAKmhJREFUYB9ufkXElUw/cxuTvOfCJYQXLObRre/mz57YgvPcfbyZn/Jq9wky2/8btv83xUQ7ldPfS/W0/4NNTd9mQRGRiRJZwO66LvH42Bd8iUSCUql00IB938eM3P9I7d49HMlYsYaEw0cvPYm+vtzkn3wcGVMLn6J6HqM0W9eudc+udcPsXXvU6x45v8jeDLVGhOf6iuz9P8sGtnKp18Mv5yymJ9XC1094DSe0ncwbNtxPfOeLpB7+MYnHH6J8+gVUXnE2NpWJaAUiIiITpFqgrdQNgOk8PeJipi/HGJYvaGH5ghaGSq/kv57+P3z18cdYMfDvvM39Ke3lXlLrbqHyv7fx/NwrcM59P80L9HyLiIyILGBvampi06ZNY67L5/PEYgf/2FFTUxP/f3t3HmZVedhx/HuWu8wOwyyALLIIbiBQB5BFATHR1pjELbVRQ6q2aiqtYuODbaqGNm5xaeiDrTGQtiZWo2YSxURQiRgjLhgE4zDoIPswLDPMftfz9o87DAw742z3zO/zPJd7z7nve+/7nneY35n3nntOdXX1CZc/GmNO/rodC78xnNue3XjS77XfoD4h7r5oFOcO7uubyar2bEe/6K19V797n97a997ab+nZjvQjmZmIMrXqEyLnf5llWxv4PHcgCydex7SqPzGh7PcE6mvIePd1wh/8jvjwM4mdNobE4OHgdNsuoIiISIdx95Zh47HL9KFwwJDubo4v5IYDXDVuIFeNG0j5rvN5bN1W3A0vcWXiJcbanzO6shReKuV9aywfFV2ONXI2I/v3Y0RBFiG32y7zJyLSrbrtr6sxY8a0uUDptm3biMViRz16fX+dpUuXti6XlZVRXFzcqe3cb/KgQcDJT7AXZQeZM2kwV5wzUBczFRERkQ5nAef0C7OjpondSYudTUl+3/9s/lB0BlN2lTF24wdk7Kkk+Ok6gp+uw7guiQFDSQwaTmLQMJL9isF2ursbIiIiJ83ZtRaAdd4whuVndnNr/Gd0UTajLzwDM+t0ynbezJK1v2PkpqeZEn+HEtZSUrWWup0P8dtkCU+Zqezqey4ji/MYXZTNqMIsRhVmkxPWh/oi4n/d9puupKSE+vp6SktL+drXvsaTTz7JlClTcByHhoYGQqHQYUenz5o1i+9///usWrWKc889l8WLFzNt2rQua/P7886n5JGVxy03Ij/M184ZyJiBuZxRnKOJdREREelUxktyycjUOVH3RhK8uaOJDbUxft//bH5ffBZnRnbzZzs/oXDjx1iN9QS2VhDYmrq4vHFckv2KSRb0J1k4gGTBAJL9isDVxcxERKRni29fA0AZw7gyL9y9jfExy7I4c0AuZw64DLiMHXs20fz+Yoq3vkRefDdXu29yNW/SUB9mTe0IVpeP4hlvFOu8YYRyCzmtMJvTi7MZd0ouZw/IJSOgD/ZFxF+6bYLddV0WLFjAvHnzeOihh0gmkzz99NMAXHbZZdx9993Mnj27TZ38/HzuuusubrzxRrKzs8nMzOTf/u3furTd7887n1Xbth31dDFv/8NUgo7CQkRERLqIZWHZDp+W/hrXtRmSE+SixiglTpg/Zg9kfUYhn2QU8cmwIjj1AkZXb+b0XZ9ySqKB0LaN2PEY7q7tuLu2t76ksSy8/CIShQNSk+6FA1NHuuuCqSIi0oM4u9cBsCtrNI6tA9u6SrjgVMKXfJ+YuZd9O94ltKGUwGdLyY7tY5rzJ6bxp9ayu6O5lG8ZTPnmIawwg3nSDMYqPJ3TTyli3KA8SobkUdCNfRER6Qjd+l2d2bNns2zZMtatW8eECRPIz08defXGG28ctc43v/lNpk2bRkVFBRMnTiQ7O7urmttq8qBBvD9vEJYFBQU57NnTuy4CKCIiIj2P2X/xgJZbn0QzM/dVMKluCxXhfnya0Y/KYC7l/U6lvN+pAFhnG4Yl6hjWtIsBdVXkVe8ktHsHVlMjzt4qnL1VsH5N6g0sCwqKiRYNIjFgCIkBQzE5Rz+1n4iISKdKRMipT30bKzDwnG5uTC9l2cRPOY/4KefBBT/AqdlAoHI1gZ0f4O5cjVO7iUKrjsJDJt29fRabaopZtfYMHvbOYV//8xg9aCDnDunDOQNzCesIdxFJM91+Mqzi4uKTPo/60KFDGTp0aCe1SERERCR9GWPIzAq1LmcCBdQwKVJDfTTARjePbW4O27ILqIt5bAzksTEvD/JOg8GAMfRv2svImq0MrK0kv3YXGXXV2LEo7N5JaPdOQn/6AAAvJy91PveWCXevb0FqIl5ERKSTuXvX45Ck2mQzasTo7m6O2A7JfmeQ7HcGkbOvTa2LN+FWl6fGquXe2lNGILKX4dZOhts7+StWkNj7I/64ZySvri7hh0yi8JSRnHdqX6aP6MepOre+iKSBbp9gFxEREZGOYZE6T+rG6maO/OW6ZrKp43Tb5rKvXca+lSv4qNFhXyiL2mAW+4LZNAXC7MwqYGdWAQwa31ozv3kfpzXvYUjNNgp2bSZjTyV2fS3B+rUEN6QuMkdGJtagoQduAwfjOQGq9zV3Qe9FRKQ3ad78Hn2BP5lhnDukT3c3R44kkEmieDyJ4vFtVltNewjs+ojA1pU4m1YQqttIibWBEnsD/8zPWLNzOL/ZPol5b03E6nMqF4zsx/kj+jFmYK6ucSciPZIm2EVERER85kTPXJdj4gxormVAc3XrupjtUBfMYl8wi9pgNvuCWdQFM6nO6MO7GX14N38kjIBAIsrA6u0M2buFwXu3ULRvJ05zE+bTMsynZQfeJDuXrD4FeH0L8XL74GXm4GXlYLJy8DKzdV53ERFpF6f8VwCUZ5ZwelgX5k4nJrOA2KkXEjv1Qqzz7yPk1tDwYSnBz14hUPku4+yNjLM3Mp9n+LjxVF75cCL/9sEk6jKHMnNkPy4cVcj4QXk6776I9BiaYBcRERGRVkEvSUGkjoJIXes6D4vcwnz2nlnCnk8/Y68dZo8dZkvhMDYXDQfA9pIU1VYxoGY7A6u3M6BmB3nNtdBQR6ChDrYd+QLxiWCYZGYOZKVuJqtlAj47l2RePqZPfpf0W0RE0oddt4XCuo/wjEXt8K90d3Pki+ozhMjYb9M85ttYTbsJbXyVUMVSAtv/wNn2Js62N/FdnqMsPpjX/vRnPLtuFA+GTufPRg1j1mkFTBjcB1eT7SLSjTTBLiIiIiLH5GAo9iIM7Bfm05UVnNJydfekZdHgZtDkhmhywzS5IXYVD2PTKaeTCARJJDzyGqspqN9Dv/o9ZDfXkxVtIDvSQHaknkAygRuL4MYisG/3Ed/bAM25fQnm9cP0K8L0K8bLLyLZtwBcHbEoItIbBct/CcDb3lmcNfK0bm6NdCSTWUjk7GuJnH0tVnM1oc9bJtu3/Z4z2MoZ9taWglBRNoCyT4byW6eY7KJhDBk6mqFDR+DmFGHCfcHWxVJFpGtogl1ERERETtjBp59xjCEv3kRevKlNGQsYnp9Bxb4oQ75yKWW/eY3m/CL2OKewzQkQcYJEbZcE4MTjhJIxnEgz2QdNvuc019G3oZpwIopbV4NbVwNbPzvQDssiktuPeEF/rMIikrkF2AVFeLn5YNtdsi1ERKQbGEPy418AsNw5n78dkNvNDZLOYjLyiZx5DZEzr8GK7CO4aTnBbW/j7lyNW/s5I+xKRlCZKryr5fZ+atHDJhrsi8kswMkuwmQW4GUWkcwbSrLPCJJ9R+JlFuni7CLSITTBLiIiIiKdJuzYZMWbyTJNRy0zvG8YE7JosrKot/NpOPtcdqxfT5nlEo17WE0NhBpr6VO/l4L63RTU7SYjHiGjdg8ZtXug4sBrJRyXxj6FxPv1h8JivIxcwjnZsP+c7zrqXUQkrdlVf6RP0yYiJkD+hK8TdPWham9gwn2Inn4V0dOvAsBqriZQ9Uesms/Yu6OCxt2bCDVuo5+pJt9qwMYjI7YXYnthX/kRXzPuZtOYPYxY3ghM/gicfiOx+o3E6zMM3HBXdk9E0pwm2EVERESk21iAZVl8Xt2MoRlsm9P7hvh05ybyW05FEwg4xEiSyMslPGwwHzZCwjM4sWbCzQ3kxBrJ27eLfg17CCQT5O2thL2VsOHw90s6Lp4bxASDEAhiBUMQCGICqWUTCuOFMjChMObg+4xMTDgTEwqDpckcEZFukYzivHonAMuYzFf/TKeH6a1MRj6xUy+EUy8kezxkA8YYNu2LULptLxWbt7Bv7w6itVXkJmvoZ9VRZO3jVGsnI63tDLF2EUg00GffOti3Dja3ff19ZFNDHjVWH+rtHJK4JHFIWjYGm9S/Ho4FGA8bj4Tl0kwGzXYmJpCFl1GAlz0QN38IuQVD6V+QT/+cEK6j/QgRv9EEu4iIiHSJDRs2MH/+fLZs2cKVV17Jd7/7XSx9LVdamOMsW6QuwFrsNdPQ3HzgiYwAp/3ltcSNTU1znPrdu4lWVmLtriS4t4pgQy2ZkUayog24XhInmcBJJiB69CPqj9lOyyIZysTLyMQLt9z2T76Hs1IT8YEglm2nTlVj2Vi2lZqUP+jnPdmUibWviTb/Axw3NdEfDGLcIAQCOn+siHSo9mTxe++9xz333EN1dTU333wz3/72t7uotUew8gf0adjAXpND+ZnzOC+kKQ05wLIsBvfNYHDfQTBmEACeMeysi7K1ppndjVH+2BBjWUOMmvp6gvWb6RfZQnFsC6cktzHMqmS4VUmu1UQfGuhDA8PMdki2ozFRoAHYDXyeWlVjstlh+lHtFFEf7k88cwBW3imE+g4ht3AIffKLyMrKIRxwtI8skmaURiIiItLpYrEYN998M9OmTeOxxx7jX//1X3nxxRe54oorurtpku4sC8t22Fz6a8z+I95JTcgPGzGEiupmqp0QdYEwEdslYrnEsSGcQby5CTeZIJiItd5C8QiheIRwPEI4duBxRqyJUCKGZQxupBEijV+o2R5wImcNTtgu8WCIeCBMIhgmGQzjhcJ4wXDqaPpQBlYoDOEMnHAYJxjEth1wbCzbxrIdcJxDzjFrHfHhkdcf5Q/8I/zhb9kWJhqARLzlAwVb57YV6UHak8XV1dXccsstfPvb3+bSSy/ljjvu4IwzzmDy5Mld2PKUyK4NDP7kJwA8Gr6NG6aM6/I2SPqxLYuBeWEG5h3plC/jWx8ZY2iKJ9ncHCfZXIPVuBuraTdW817sSA2WSWJ5STAJLJPEs1KT4KFwkOZIAg8L24vjJpqw4414kTqcyB4ym3eSF68iyzTS12qgr9UAZjM0k7rtbduihLGpJ5MmKwMPGwswWKl7K3VvtRyGcOCellIpHjaeZafusTEtjy3LBtvBtm0s28WyXSpDQcDBdlxcN4ATzMANZWEHMyGQiQlkYtwMjJuJCWSkHgcyMW4mBFrWOyGwLIwxeFgkPZO6GfA8Q8JAwvPwjCHppcph29gtDbYsC9uywA7g2UEsN4zlOK3fcrSs1DhmBR0COvpfeihNsIuIiEinW7lyJQ0NDcyfP5+MjAzuuOMO7rvvPk2wS4cxxoAxh64EY8hMRMhMRA6st21Gfekyyn/5K2KWQ7MbIq8wl4jtErVcGi2HasslYjnELZsENnHLxsvMxok24zY34kYaCUSaCEebCEebCceayIw1kxFrItAyEW8br/XeNt7xOoDrJQgm4gQSMeyWP5pdL4EbSZDxBSf0u0oCyDto2bNsjJ36Q984Dp7tYmwb47h4joOxHTzbSS23PMa2MVgYywKrZcrAsjCWnVrX8lzqeetAWQ5fZywOKp+qf+D1UnW8g+pgWamjBvd/68CxqQ4HicY8jJ360AKr5dsJB39D4eDnLLAB2/OwjQHjtfx8ehjPA89LTdIkk+AlIdmy7HngtUzgeEmsZBLL8zCAaXnt1L2V+mZDS59SbXFSz7W5Oa2PrdbnndQHL45NsqmO+sZYS38sLFJ9tw5+bIFrWwTtg7dvapu2fnhiHfKYI5Q5EcYALf+PDbR+j+Xg/9utZVomltqsT60zDQarseFAvZbXsg4pa2wbk5mT+gCql2hPFv/617+msLCQ73znO1iWxa233srzzz/fLRPsf9rjEfMGsMKdxjXfuIGcsKYzpONYlkVW0CUr6EJeBjDwBOpAQUEOe/bUH7YLcrAmoDlaB/Xbad6zmYY9W4jXbMWu306oeSe5sSr6eXtwSeJaHn1poC8Nh7/QMd6j3WWP8DY9Qdw4xHCJEiBGgKgJ0EiAmBUgaQVI2CGSVpDP3dS9cYIYNwROCMsNYblBknaIhB0kaQVJ2kESVoCkARJRSESxvShWMoqdjOJ6EdxEM0GviYAXIeQ1E/QihEwzIRMFDJ6x8DhwM9jECRC3g8QJEreDJKxgqm126v09O0jSCWOcUOuNQBjLDRPKyqI5boMbwnPCWHYA23Gw7dTNclwc28F2bGzbxXbc1ucdx8V2bBzbxXEdbNvFcVyc/escB9excW0LxwLLJMBLYHnxA/fJBHhxLO9I94esSybAJFpGJ7Xfw84Mgg1RDPsPqDhwcIWxHLDdln0MF3PwY8uBlueNvf+xg7Hclv0b50A5+6DX6eF6ZSJ11IE0bfYje5He2m/ovX1Xv7u3Hd2ht/a9u/vt5+29fv16zjnnHDIyMgAYPXo0FRUVx6l1ONs+fA71ZB28nZ1AoPWo56OWdV2coHfc8gfKBjCG1GTbUeocWrZ1/RHqHK3skepYrn3MsofWOZGyB7fhaP05WvmO2G4WYAUcHFITl4e2+Wjb+VjbbX8dNxDAMYZMYpxqNbGpJkL20Tpl24z480v4/JXfMCQvxOZIJPW3awgIhVoe9MVgESV1lBm2w5DZF7J5+WuH9d91bRLJlok+Ul07JS/Elvo4/c+/gM9XvpWajDUG45mWSdgEVjKJk4wTwsNOxHESMex4jEAyQSAeIZCMY3kG20tiGw/H87BN8sDk4qHb/+C/wM2R13+RX037/xxyAIwHyVjqq/bxL/Ci0mHyu+A9DLSdhG85HrN1UvyL/lI/RIIT+3YIQLJvPxqvvPEL/+GeLvndniwuLy9n8uTJraerGDt2LI8++uhJv3dH5Pe4M0bxhrOUaYP6UJgT/GIvdpD949cRbewOan/3Oam2Z+RCRi6ZRWeQeYSna43BxJqINtcSaagl3lyP13LU94EbeF5q38oYC4NJfaCM1fp5YusBByaZuuFheR6YJLFEkmgsQXM8RjSWIBaPk/SSNDU3E4sliMVjmESEkImQYUXJIE6YCJlWjDAxMoiSYaXuw0TJsOJkECHUEupH+lV4pP2JtusOHIVvWwfWB1puWUDqN3uC1CH/R2AOKtJRbA7sxLSH13LrRkmT+tlwrc5ryInm7ReVOgjCaTnYwAXbpXnsDUQm/E27Xu/g/7sdxTLH+wtJRERE5At64IEHiEaj3HPPPa3rJk+ezKuvvkpeXt4xaoqIiEhHaE8W33bbbZxzzjnceOONADQ1NTF9+nRWr17dJW0WERFJBz3/GHsRERFJe47jEAy2PdosFAoRiUSOUkNEREQ6Unuy+NA6ym4REZHDaYJdREREOl1eXh7V1dVt1jU2NhIIBLqpRSIiIr1Le7L40DrKbhERkcNpgl1EREQ63ZgxY/joo49al7dt20YsFtPpYURERLpIe7L40DplZWUUFxd3ajtFRETSjSbYRUREpNOVlJRQX19PaWkpAE8++SRTpkzBcZzubZiIiEgvcawsbmhoIB4//OrDs2bNYvXq1axatYpEIsHixYuZNm1aF7dcRESkZ9NFTkVERKRLvPbaa8ybN4+srCySySRPP/00p512Wnc3S0REpNc4WhbPmjWLu+++m9mzZx9W52c/+xn3338/2dnZZGZm8txzz1FQUNANrRcREemZNMEuIiIiXaaqqop169YxYcIE8vPzu7s5IiIivU57snjz5s1UVFQwceJEsrOzO7mFIiIi6UUT7CIiIiIiIiIiIiIi7aBzsIuIiIiIiIiIiIiItIMm2EVEpFepqanhww8/pLq6urubIiIi0mn8mnd+7ZeIiPhPOmdWOre9O2iC/Rg2bNjAFVdcQUlJCQ8++CAncjad9957j0suuYRJkyaxZMmSLmhlx2tPv2+++WZGjx7depszZ07nN7QT1NTUMGvWLLZt23ZC5f0w3vudbN/9MOavvfYaF154IWeeeSZXXXUVFRUVx63jlzFvT9/9MOZLly7lS1/6Et///veZOXMmS5cuPW4dv4x5b+LX/PZrPvs1e/2Yq37MTb/moV/zrj39Sofxks6V7vsF6Z7/6Z7z6Zzn6Z7b6Z7R6ZzFfsrbG264gRdffPG45b7wtjdyRNFo1MycOdN873vfM5s3bzY33XSTef75549ZZ+/evWbChAlm4cKF5vPPPzdf//rXzTvvvNNFLe4Y7em3McZMnTrVlJeXm9raWlNbW2saGxu7oLUda+/evebqq682o0aNMlu3bj2h8uk+3vudbN+NSf8x37x5sykpKTFLly41u3fvNnPnzjXf+MY3jlnHL2Penr4bk/5jXltbayZNmmTKy8uNMcb88pe/NDNmzDhmHb+MeW/i1/z2az77NXv9mKt+zE2/5qFf8649/TKm54+XdK503y9I9/xP95xP5zxP99xO94xO5yz2U97+6le/MqNGjTIvvPDCMct1xLbXBPtRLF++3JSUlJimpiZjjDFlZWXmL//yL49ZZ8mSJebLX/6y8Tyv9TXmzZvX6W3tSO3pd2VlpZk6dWpXNK9Tfetb3zI//elPTzg8/TDe+51s3/0w5m+88Yb5+c9/3rr8zjvvmLPOOuuYdfwy5u3pux/GfMeOHeZXv/pV63JZWZkZP378Mev4Zcx7E7/mt1/z2a/Z68dc9WNu+jUP/Zp37elXOoyXdK503y9I9/xP95xP5zxP99xO94xO5yz2S97W1NSYKVOmmC9/+cvHnWDviG2vU8Qcxfr16znnnHPIyMgAYPTo0cf9Okp5eTmTJ0/GsiwAxo4dyyeffNLpbe1I7en32rVrSSaTnH/++YwbN47bb7+d2trarmhuh1qwYAHf+ta3Tri8H8Z7v5Ptux/GfObMmVxzzTWty59//jlDhw49Zh2/jHl7+u6HMR8wYACXXXYZAPF4nMWLF/OlL33pmHX8Mua9iV/z26/57Nfs9WOu+jE3/ZqHfs279vQrHcZLOle67xeke/6ne86nc56ne26ne0ancxb7JW8ffPBBZs+ezbhx445btiO2vSbYj6KhoYFBgwa1LluWhW3bx/wBObROdnY2VVVVndrOjtaefm/atImzzjqLn/zkJ7zwwgts376dRx99tCua26EGDx58UuX9MN77nWzf/TLm+8ViMRYvXsxf/dVfHbOcn8Z8vxPtu5/GfP369UydOpW3336bu++++5hl/TjmfufX/PZrPvs1e/2eq37MTT/moV/z7mT6lU7jJZ0j3fcL0j3/0z3n/ZLn6Z7b6ZzR6ZzF6Zy3q1at4p133uEf//EfT6h8R2x7TbAfheM4BIPBNutCoRCRSOSE6xyvfE/Unn7/zd/8DU899RSnnXYaI0aM4M477+TVV1/t7KZ2Oz+Md3v5bcwff/xxMjMzufrqq49Zzo9jfqJ999OYjx49mp/+9KeMHDmS+fPnH7OsH8fc7/ya38rnlHQYq/ZIt7HyY276MQ/9mncn0690Gi/pHOm+X9Db8r8nbfv26KnbPt1zO50zOp2zOF3zNhqNcs8993DvvfeSnZ19QnU6Yttrgv0o8vLyqK6ubrOusbGRQCBwwnWOV74nak+/D5Wbm0tNTQ2xWKyjm9ej+GG8O0o6j/nbb7/N//3f//HII48cd/z8NuYn0/dDpfOYW5bFmWeeyQMPPMDrr79+zCOA/DbmvYFf81v5nJIOY9URevJY+TE3/ZqHfs27k+nXoXryeEnnSPf9gt6W/z1p23eEnrDt0z230z2j0zmL0zVvFy1axNlnn82MGTNOuE5HbHtNsB/FmDFj+Oijj1qXt23bRiwWIy8v74TrlJWVUVxc3Knt7Gjt6ffcuXNZs2ZN6/K6desoLCw87JN2v/HDeLeXX8Z869at3Hnnndx7772MHDnyuOX9NOYn23c/jPk777zDgw8+2LrsOA4Atn30KPTTmPcWfs1v5XNKOoxVe6TLWPkxN/2Yh37Nu/b0Kx3GSzpXuu8X9Lb870nbvj162rZP99xO54xO5yxO97x96aWXeOONNzj33HM599xzefnll7nvvvu49957j1qnI7a9JtiPoqSkhPr6ekpLSwF48sknmTJlCo7j0NDQQDweP6zOrFmzWL16NatWrSKRSLB48WKmTZvWxS3/YtrT71GjRnH//ffz0UcfsWLFCv793/+9zcUo0p2fx/t4/DzmkUiEv/3bv2X27NlceOGFNDY20tjYiDHG92Penr77YcyHDx/Os88+y7PPPktlZSWPPPIIU6dOJScnx/dj3pv4Nb97Wz6n81gdSzqPlR9z06956Ne8a0+/0mG8pHOl+36BX/M/Hbb9saTDtk/33E73jE7nLE73vP35z3/OSy+9RGlpKaWlpcyaNYu5c+cyd+7czt32Ro5q+fLlZuzYsea8884zEydONBs2bDDGGDNz5kyzfPnyI9Z5+umnzVlnnWUmTZpkZs6caXbv3t2VTe4QJ9vvWCxm5s+fb8aPH29mz55tFi5caOLxeFc3u8OMGjXKbN26tXXZ7+N9sBPtux/GfPny5WbUqFGH3bZu3er7MW9P3/0w5sYYs3LlSnPJJZeY8ePHm9tuu83s3bvXGNO7/p/3Bn7Nbz/ns1+z10+56sfc9HMe+jXvTrZf6TJe0rnSfb/AD/mf7jmfjnme7rnth4xO5yz2U97edddd5oUXXjDGdO62t4wxpoM+JPClqqoq1q1bx4QJE8jPzz+hOps3b6aiooKJEyee8An1e5r29Lu38sN4y8nRmPc+GvP049f8Vj6npMNYyQEar/ShsRK/Svf9gt6W/z1p2/dG2v7dS9u/+3yRba8JdhERERERERERERGRdtA52EVERERERERERERE2kET7CIiIiIiIiIiIiIi7aAJdhERERERERERERGRdtAEu4iIiIiIiIiIiIhIO2iCXUQAiMViJJPJNuuMMcRisZN6HWMMnucdtn7fvn2HvV9jY+NJt1OkJ6qpqWHWrFls27btpOrdfvvtLFiwoJNaJSLSVm1t7RHXGWO6oTUiPYMyXETSgTJcpK2elt9uh7+iiPR406dPJysri1AoRH19PRdffDFVVVWUlZURj8epqqpi2LBheJ5HPB7nlVde4dZbb+Xqq69m1qxZvPfee22CvKCggBEjRgDw3//936xdu5ZHH3209floNMpFF13E/fffz+zZswH44IMPuOWWW3j33XcJh8NduwFEOlB1dTW33HIL27dvP6l6b731FqtWreLVV1/tpJaJiLR1xx13MHLkSObPnw9AIpFg4sSJ/M///A+TJk3q5taJdD1luIikC2W4yAE9Mb81wS7SC7311lsAbNu2jauuuoqvf/3rnHbaaQC8+eabPPXUU/zv//5vmzpXXHEFd911FwsXLuTmm2/mL/7iLwDYvHkzgwcPZu7cudTW1hIMBgkGg23qvv766+Tn51NXV8esWbNwHIdIJEIikeArX/kKAMlkkhtuuIFvfvObnd19kQ51xx138Od//uesWbPmhOtEIhHuu+8+5s2bR25ubuc1TkSkRVVVFe+//z5//dd/zcyZM3HdA38GzJ8/H8dx8DyP8ePH88Mf/rAbWyrSdZThIpIOlOEibfXE/NYEu0gvFI1GWbRoEVu2bOG2225rnVwH2LVrF0OHDj2szkUXXcTYsWMpKioiFArxz//8z+zYsYOPPvqI1atX8/vf/54PP/yQsWPHtqlnjOGJJ57guuuu47LLLuOrX/0qjuNQWlrKM888w7PPPgtAPB7HsqzO7bhIJ1iwYAGDBw/mBz/4QZv1a9euZcGCBWzcuJHzzjuP+++/n5ycHAAWLVpEJBLBdV3eeecdJk+erJ9/EelU//Vf/8WMGTOYMmUKy5Ytw3VdKisrmTlzJr/5zW8IhUIkk8nDThcn4mfKcBFJB8pwkbZ6Yn7rHOwivVR5eTl/+MMfuPLKKwFYs2YNl156KY8//jivvfYal156KZdeeinPPvss+/bto7S0lOLi4tZfQFVVVa11ARzHwbYP/5Xy/PPPs2HDBgoKCnBdlx/96EdcfvnlPP7443z22WdcfvnlXH755bz++uttPokXSReDBw8+bF1dXR033XQTF1xwAS+99BLNzc088MADAOzYsYMlS5YwdOhQduzYwcMPP8zf/d3f6fyJItJpKioqeO655ygoKMCyLFasWMEVV1zBTTfdhGVZXHPNNa3ZfOi30ET8TBkuIj2dMlzkcD0xvzWbJdLLJJNJLMti4cKFPPbYY8TjcYLBIIlEgr59+/Lyyy9TXl7O4MGDWbRoEY2NjVRXV7Nw4ULWrFnD9773PQBCoVDrJ4FHs337dh566CEKCgpa11VWVnLVVVdxzTXXtK77l3/5FxoaGjqnwyLdYMWKFQQCAb7zne9gWRZz5szhu9/9LgAvvvgiBQUFLFmyhGAwyPXXX8+sWbN4++23mTZtWje3XET8Jh6PM3/+fPLy8lrX1dXVMXToUB577LHWdUuXLuXNN9/sjiaK9CjKcBHpKZThIieuu/NbE+wivcwnn3zCvHnzgNRk98qVK/n000/bBPQNN9zAU089BYBt2wwfPpxnnnmGJUuWtB6lbow57sVJly1bxtSpU4nFYq3rbNvmRz/6EYsXL25dV11dzbhx4zqqiyLdrqqqiurqakpKSgDwPI/Gxkai0ShVVVVMnjy59QiT7Oxshg4detJXPxcRORFlZWXU1tZy7bXXsnv3biCVxb/73e+46KKLWss1NTUxffr07mqmSI+hDBeRnkIZLnLiuju/NcEu0suMGTOGZcuWUVFRwd///d+zcOFCbrzxRgYOHNhaJhqNMmTIkDb1ioqKmDNnDpZlYYyhpqaGPn36AKlfXEcyZ84cGhsbWz813G/u3LmHHcEu4if9+/fn7LPP5tFHHwVSH0g1NDTgui79+/enoqKitazneezcubPN/0ERkY4yduxYnn/+eV544YU262fMmHHY0W/7L4Iu0pspw0Wkp1CGi5y47s5vnYNdpJcrLCzkiSeeaD33VH19PcFgkMzMTIA256T6h3/4B0pLS4lEImzevJmioiIg9dU1Y8xhE+2WZZGdnX3Yey5atKj1HO+XXnopv/3tbzureyLdYsaMGezYsYO1a9fiOA6vvPIKN954I8YYLrnkElasWMGrr77Kzp07eeSRR4jFYkyYMKG7my0iPnWkU7q99dZbbbL4oYce6oaWifQ8ynAR6UmU4SInprvzW0ewi/Ry2dnZjBo1infffReAjz/+mEGDBrU+H41GAVi/fj2fffYZF154ISUlJfzHf/wHZ511FlOnTuWSSy7hpZdeIh6Pn9B73nrrrTqCXXwtNzeXRYsWsWDBAu6++25GjhzJE088geu6DB8+nMcee4zHH3+cjRs3MmTIEBYtWnTED6NERDrL9OnTdfSbyBEow0Wkp1OGixyuu/NbE+wiAsDo0aO56667eOqpp5g+fTrLli3j+uuvJxAIAPCf//mfXHfddeTk5BCNRvntb3/L7bffzjXXXMMvfvELLr74Yi644ALeeOON477XokWL+NnPfta6vGvXLp2DXdJeeXl5m+WxY8fyi1/84ohlZ8yYwYwZM7qgVSIiR7b/6Lf96uvrOe+887qxRSLdRxkuIulEGS6S0pPyW6eIEemF6uvrqaysxHGc1nU5OTksX76csrIyrrvuOl577TVuv/124vE4K1euZMWKFVx33XUAPPjgg8ycOZPrr7+ekpIS5s+fT25uLsXFxa1HvB/M8zzi8XjrEe633norL7/8cuvt4osvBmhzMVQRERHpOJ7nkUgkWrN2+vTpbbJ4//VSEonEUa+tIiIiIl1PGS7S81nm4BMsi0iv8Pjjj1NaWsqNN97Itddey8cff8w//dM/UVBQwMMPP0x+fj4AzzzzDD/+8Y954IEH+OCDD7j11lspLS3lhz/8IS+88ALFxcXU1tZy11138fDDD7NkyRKefPJJ7rzzTubMmdP6fnPmzGHChAk899xzBAIBLMs6rE3GGFzXZfny5V21GURERHqNRYsWsWXLFsrLy6mpqcG2Dz/OxhhDIpHgxz/+Maeffno3tFJEREQOpQwX6fk0wS4ieJ7HmjVrjniBh8rKSgYMGNC6bIxh165dFBcXH1Z29+7dxGIxTjnllE5tr4iIiIiIiIiISE+gCXYRERERERERERERkXbQOdhFRERERERERERERNpBE+wiIiIiIiIiIiIiIu2gCXYRERERERERERERkXbQBLuIiIiIiIiIiIiISDtogl1EREREREREREREpB00wS4iIiIiIiIiIiIi0g6aYBcRERERERERERERaQdNsIuIiIiIiIiIiIiItIMm2EVERERERERERERE2uH/ARTMwX05OQJfAAAAAElFTkSuQmCC"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 35
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:42.972910Z",
     "start_time": "2024-09-24T06:31:39.859314Z"
    }
   },
   "cell_type": "code",
   "source": [
    "from catboost import CatBoostRegressor\n",
    "\n",
    "# 创建CatBoost模型\n",
    "catboost_model = CatBoostRegressor(iterations=100, random_state=42, loss_function='RMSE')\n",
    "\n",
    "# 训练模型\n",
    "catboost_model.fit(X_train, y_train)\n",
    "\n",
    "# 进行预测\n",
    "train_predictions = catboost_model.predict(X_train)\n",
    "catboost_predictions = catboost_model.predict(X_test)\n",
    "\n",
    "model_evaluate(y_train, train_predictions, y_test, catboost_predictions, '../img/CatBoost回归效果.png')"
   ],
   "id": "d642248d08d3c31",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Learning rate set to 0.373724\n",
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      "78:\tlearn: 21569.1719451\ttotal: 173ms\tremaining: 45.9ms\n",
      "79:\tlearn: 21426.6832076\ttotal: 175ms\tremaining: 43.7ms\n",
      "80:\tlearn: 21288.2296001\ttotal: 177ms\tremaining: 41.6ms\n",
      "81:\tlearn: 21082.0123927\ttotal: 179ms\tremaining: 39.4ms\n",
      "82:\tlearn: 20949.7853297\ttotal: 183ms\tremaining: 37.4ms\n",
      "83:\tlearn: 20709.4043417\ttotal: 185ms\tremaining: 35.2ms\n",
      "84:\tlearn: 20528.6441696\ttotal: 187ms\tremaining: 33ms\n",
      "85:\tlearn: 20417.5305524\ttotal: 189ms\tremaining: 30.7ms\n",
      "86:\tlearn: 20315.8142059\ttotal: 191ms\tremaining: 28.6ms\n",
      "87:\tlearn: 20145.6291079\ttotal: 193ms\tremaining: 26.4ms\n",
      "88:\tlearn: 20006.6876509\ttotal: 197ms\tremaining: 24.4ms\n",
      "89:\tlearn: 19870.8662020\ttotal: 201ms\tremaining: 22.3ms\n",
      "90:\tlearn: 19717.2144448\ttotal: 203ms\tremaining: 20ms\n",
      "91:\tlearn: 19564.8855211\ttotal: 205ms\tremaining: 17.8ms\n",
      "92:\tlearn: 19480.1729539\ttotal: 206ms\tremaining: 15.5ms\n",
      "93:\tlearn: 19341.6348009\ttotal: 208ms\tremaining: 13.3ms\n",
      "94:\tlearn: 19253.0267362\ttotal: 210ms\tremaining: 11.1ms\n",
      "95:\tlearn: 19113.2928663\ttotal: 213ms\tremaining: 8.85ms\n",
      "96:\tlearn: 18981.4272009\ttotal: 214ms\tremaining: 6.63ms\n",
      "97:\tlearn: 18881.5185606\ttotal: 216ms\tremaining: 4.41ms\n",
      "98:\tlearn: 18777.2901304\ttotal: 219ms\tremaining: 2.21ms\n",
      "99:\tlearn: 18653.5172486\ttotal: 221ms\tremaining: 0us\n",
      "训练集性能：\n",
      "MSE: 347953702.3730321\n",
      "RMSE: 18653.51715824745\n",
      "MAE: 11597.410674207193\n",
      "R^2: 0.9975126963766364\n",
      "测试集性能：\n",
      "MSE: 1075260902.5670412\n",
      "RMSE: 32791.171106976966\n",
      "MAE: 15648.684657460148\n",
      "R^2: 0.9928649455169533\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 36
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:31:45.889363Z",
     "start_time": "2024-09-24T06:31:42.975911Z"
    }
   },
   "cell_type": "code",
   "source": [
    "import xgboost as xgb\n",
    "\n",
    "# 创建XGBoost模型\n",
    "xgb_model = xgb.XGBRegressor(objective='reg:squarederror', random_state=42, n_estimators=100)\n",
    "\n",
    "# 训练模型\n",
    "xgb_model.fit(X_train, y_train)\n",
    "\n",
    "# 进行预测\n",
    "train_predictions = xgb_model.predict(X_train)\n",
    "xgb_predictions = xgb_model.predict(X_test)\n",
    "\n",
    "model_evaluate(y_train, train_predictions, y_test, xgb_predictions, '../img/XGBoost回归效果.png')"
   ],
   "id": "1a8d56aa46de2854",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "训练集性能：\n",
      "MSE: 67321498.95342164\n",
      "RMSE: 8204.967943473128\n",
      "MAE: 4907.389918836394\n",
      "R^2: 0.999518760665183\n",
      "测试集性能：\n",
      "MSE: 983265849.8201462\n",
      "RMSE: 31357.07017277198\n",
      "MAE: 12384.263412773626\n",
      "R^2: 0.9934753924437901\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 37
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:35:56.623883Z",
     "start_time": "2024-09-24T06:31:45.894378Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# 超参数优化\n",
    "import optuna\n",
    "import optuna.visualization as vis\n",
    "from sklearn.model_selection import cross_val_score\n",
    "from sklearn.metrics import mean_squared_error, mean_absolute_error, r2_score\n",
    "\n",
    "def objective(trial):\n",
    "    # 试验参数范围\n",
    "    param = {\n",
    "        'depth': trial.suggest_int('depth', 3, 10),\n",
    "        'learning_rate': trial.suggest_float('learning_rate', 0.01, 0.1),\n",
    "        'iterations': trial.suggest_int('iterations', 200, 1000),\n",
    "        'l2_leaf_reg': trial.suggest_float('l2_leaf_reg', 1, 10)\n",
    "    }\n",
    "\n",
    "    # 初始化CatBoost模型\n",
    "    cat_model = CatBoostRegressor(**param, verbose=0, random_state=42, loss_function='RMSE')\n",
    "\n",
    "    # 交叉验证得分\n",
    "    score = cross_val_score(cat_model, X_train, y_train, cv=3, scoring='neg_mean_squared_error')\n",
    "\n",
    "    # 返回平均误差\n",
    "    return -score.mean()\n",
    "\n",
    "# 超参数优化\n",
    "# study_catboost = optuna.create_study(direction='minimize')\n",
    "study_catboost = optuna.create_study(sampler=optuna.samplers.CmaEsSampler(), direction='minimize')\n",
    "study_catboost.optimize(objective, n_trials=50)\n",
    "\n",
    "\n",
    "# 获取最佳参数\n",
    "best_params_catboost = study_catboost.best_trial.params\n",
    "best_value_catboost = study_catboost.best_trial.value\n",
    "\n",
    "print(\"最佳参数组合：\", best_params_catboost)\n",
    "print(\"最佳得分：\", best_value_catboost)"
   ],
   "id": "6e434c2639d09754",
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[I 2024-09-24 14:31:45,899] A new study created in memory with name: no-name-7c8bc90e-d0c4-4e2e-9eee-3e8f535be1cd\n",
      "[I 2024-09-24 14:31:49,481] Trial 0 finished with value: 728479698.5315461 and parameters: {'depth': 5, 'learning_rate': 0.09361415510990909, 'iterations': 905, 'l2_leaf_reg': 6.632233001445386}. Best is trial 0 with value: 728479698.5315461.\n",
      "[I 2024-09-24 14:31:52,942] Trial 1 finished with value: 894089463.1812388 and parameters: {'depth': 6, 'learning_rate': 0.06380205725044957, 'iterations': 681, 'l2_leaf_reg': 6.76884583593262}. Best is trial 0 with value: 728479698.5315461.\n",
      "[I 2024-09-24 14:31:58,878] Trial 2 finished with value: 905728099.6350864 and parameters: {'depth': 7, 'learning_rate': 0.06931973965197392, 'iterations': 792, 'l2_leaf_reg': 6.798076529541007}. Best is trial 0 with value: 728479698.5315461.\n",
      "[I 2024-09-24 14:32:02,037] Trial 3 finished with value: 696011576.8865932 and parameters: {'depth': 5, 'learning_rate': 0.06409484961064914, 'iterations': 730, 'l2_leaf_reg': 1.9325193608082674}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:03,462] Trial 4 finished with value: 1836798320.7866104 and parameters: {'depth': 4, 'learning_rate': 0.059904298257864426, 'iterations': 345, 'l2_leaf_reg': 5.327212372201693}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:06,626] Trial 5 finished with value: 812727408.2335807 and parameters: {'depth': 5, 'learning_rate': 0.06966030224314528, 'iterations': 660, 'l2_leaf_reg': 5.387089216866788}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:11,084] Trial 6 finished with value: 967796313.8081223 and parameters: {'depth': 6, 'learning_rate': 0.04996220566684637, 'iterations': 760, 'l2_leaf_reg': 7.833555449899462}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:12,911] Trial 7 finished with value: 2008491670.0998173 and parameters: {'depth': 4, 'learning_rate': 0.03817831935404681, 'iterations': 548, 'l2_leaf_reg': 7.612825834184782}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:15,850] Trial 8 finished with value: 982869837.8032011 and parameters: {'depth': 6, 'learning_rate': 0.06707460975164509, 'iterations': 553, 'l2_leaf_reg': 6.711851024175467}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:20,261] Trial 9 finished with value: 738031525.9424958 and parameters: {'depth': 6, 'learning_rate': 0.06548121051211965, 'iterations': 830, 'l2_leaf_reg': 5.400116185135391}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:23,892] Trial 10 finished with value: 720129798.95548 and parameters: {'depth': 5, 'learning_rate': 0.052349471382548564, 'iterations': 872, 'l2_leaf_reg': 2.9230289037201698}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:25,909] Trial 11 finished with value: 1042415850.8343865 and parameters: {'depth': 5, 'learning_rate': 0.05422492860382608, 'iterations': 450, 'l2_leaf_reg': 1.8753069135809297}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:27,910] Trial 12 finished with value: 1435554684.0621634 and parameters: {'depth': 5, 'learning_rate': 0.04315621512506979, 'iterations': 452, 'l2_leaf_reg': 5.163091547499732}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:30,555] Trial 13 finished with value: 1047559041.1095775 and parameters: {'depth': 4, 'learning_rate': 0.05162209850286154, 'iterations': 717, 'l2_leaf_reg': 3.741984767407739}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:32,969] Trial 14 finished with value: 825644042.2134415 and parameters: {'depth': 5, 'learning_rate': 0.07482899415158857, 'iterations': 497, 'l2_leaf_reg': 2.204253343960209}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:37,873] Trial 15 finished with value: 912878446.9986225 and parameters: {'depth': 7, 'learning_rate': 0.041530911087247276, 'iterations': 704, 'l2_leaf_reg': 4.141932704666475}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:42,093] Trial 16 finished with value: 896107950.2230382 and parameters: {'depth': 6, 'learning_rate': 0.03761623037084266, 'iterations': 848, 'l2_leaf_reg': 4.412720496064636}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:47,890] Trial 17 finished with value: 977116799.228084 and parameters: {'depth': 8, 'learning_rate': 0.07319836881606714, 'iterations': 493, 'l2_leaf_reg': 3.8152477103352878}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:50,146] Trial 18 finished with value: 1275319650.3874028 and parameters: {'depth': 3, 'learning_rate': 0.07027496168514373, 'iterations': 823, 'l2_leaf_reg': 3.652187085687584}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:32:52,892] Trial 19 finished with value: 827620792.4896106 and parameters: {'depth': 5, 'learning_rate': 0.07418615663577593, 'iterations': 660, 'l2_leaf_reg': 5.60379786734914}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:01,046] Trial 20 finished with value: 807123537.9421843 and parameters: {'depth': 7, 'learning_rate': 0.05333301582737553, 'iterations': 991, 'l2_leaf_reg': 4.99972702841839}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:06,959] Trial 21 finished with value: 1028326290.4076868 and parameters: {'depth': 7, 'learning_rate': 0.04263910238558624, 'iterations': 749, 'l2_leaf_reg': 6.512070584503511}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:10,783] Trial 22 finished with value: 788572247.3330487 and parameters: {'depth': 5, 'learning_rate': 0.05067485299959177, 'iterations': 837, 'l2_leaf_reg': 3.8879081625453886}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:12,943] Trial 23 finished with value: 1755951842.7565405 and parameters: {'depth': 3, 'learning_rate': 0.04784125602131093, 'iterations': 806, 'l2_leaf_reg': 2.9724432052967282}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:16,607] Trial 24 finished with value: 700346290.1706666 and parameters: {'depth': 5, 'learning_rate': 0.09112047818711808, 'iterations': 764, 'l2_leaf_reg': 3.986046454960951}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:19,969] Trial 25 finished with value: 748943542.1639501 and parameters: {'depth': 6, 'learning_rate': 0.06919915324356038, 'iterations': 574, 'l2_leaf_reg': 2.92619360521487}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:27,058] Trial 26 finished with value: 779038228.4952685 and parameters: {'depth': 7, 'learning_rate': 0.054387423126421225, 'iterations': 901, 'l2_leaf_reg': 3.3717316238277206}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:29,155] Trial 27 finished with value: 838626264.1743822 and parameters: {'depth': 4, 'learning_rate': 0.0812558998393606, 'iterations': 662, 'l2_leaf_reg': 4.204782400675093}. Best is trial 3 with value: 696011576.8865932.\n",
      "[I 2024-09-24 14:33:35,177] Trial 28 finished with value: 661982184.059194 and parameters: {'depth': 7, 'learning_rate': 0.09832296944124726, 'iterations': 831, 'l2_leaf_reg': 2.0940912553678657}. Best is trial 28 with value: 661982184.059194.\n",
      "[I 2024-09-24 14:33:39,092] Trial 29 finished with value: 604065590.4249053 and parameters: {'depth': 6, 'learning_rate': 0.09581629018037446, 'iterations': 767, 'l2_leaf_reg': 2.478127817783027}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:33:42,108] Trial 30 finished with value: 1029481425.3741717 and parameters: {'depth': 5, 'learning_rate': 0.044020527412429546, 'iterations': 715, 'l2_leaf_reg': 6.035425426018767}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:33:47,489] Trial 31 finished with value: 696367638.4320045 and parameters: {'depth': 7, 'learning_rate': 0.08113382508127452, 'iterations': 647, 'l2_leaf_reg': 2.772402809763456}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:33:52,149] Trial 32 finished with value: 814763280.099749 and parameters: {'depth': 5, 'learning_rate': 0.03900620913791113, 'iterations': 878, 'l2_leaf_reg': 3.350208637531535}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:34:08,155] Trial 33 finished with value: 967697688.6567358 and parameters: {'depth': 9, 'learning_rate': 0.05097264609852519, 'iterations': 757, 'l2_leaf_reg': 1.7016600591357691}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:34:17,250] Trial 34 finished with value: 1034849630.7805271 and parameters: {'depth': 8, 'learning_rate': 0.06648802329361712, 'iterations': 716, 'l2_leaf_reg': 5.368484013817297}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:34:23,890] Trial 35 finished with value: 748049621.2632066 and parameters: {'depth': 7, 'learning_rate': 0.07837978637533305, 'iterations': 768, 'l2_leaf_reg': 3.3506497840957743}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:34:34,360] Trial 36 finished with value: 949673744.1652948 and parameters: {'depth': 8, 'learning_rate': 0.06174916468753976, 'iterations': 843, 'l2_leaf_reg': 6.369722962479869}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:34:37,527] Trial 37 finished with value: 1222849376.7870963 and parameters: {'depth': 8, 'learning_rate': 0.09169868409651079, 'iterations': 244, 'l2_leaf_reg': 3.6941014224331727}. Best is trial 29 with value: 604065590.4249053.\n",
      "[I 2024-09-24 14:34:41,616] Trial 38 finished with value: 603425559.5953549 and parameters: {'depth': 6, 'learning_rate': 0.09980167404184069, 'iterations': 623, 'l2_leaf_reg': 1.6562497381861592}. Best is trial 38 with value: 603425559.5953549.\n",
      "[I 2024-09-24 14:34:46,454] Trial 39 finished with value: 751755170.7682043 and parameters: {'depth': 5, 'learning_rate': 0.0823203725997661, 'iterations': 862, 'l2_leaf_reg': 7.0551430628130065}. Best is trial 38 with value: 603425559.5953549.\n",
      "[I 2024-09-24 14:34:56,433] Trial 40 finished with value: 1002565271.7899075 and parameters: {'depth': 8, 'learning_rate': 0.08908307304726619, 'iterations': 699, 'l2_leaf_reg': 5.825330022855121}. Best is trial 38 with value: 603425559.5953549.\n",
      "[I 2024-09-24 14:35:01,337] Trial 41 finished with value: 951485170.6500111 and parameters: {'depth': 8, 'learning_rate': 0.08867800025518209, 'iterations': 364, 'l2_leaf_reg': 2.8815164019371107}. Best is trial 38 with value: 603425559.5953549.\n",
      "[I 2024-09-24 14:35:05,339] Trial 42 finished with value: 679537348.2883674 and parameters: {'depth': 4, 'learning_rate': 0.09376411722315793, 'iterations': 904, 'l2_leaf_reg': 4.26530230601157}. Best is trial 38 with value: 603425559.5953549.\n",
      "[I 2024-09-24 14:35:12,021] Trial 43 finished with value: 521935260.5157697 and parameters: {'depth': 6, 'learning_rate': 0.07845708441095978, 'iterations': 853, 'l2_leaf_reg': 1.1153132597562356}. Best is trial 43 with value: 521935260.5157697.\n",
      "[I 2024-09-24 14:35:15,000] Trial 44 finished with value: 726012651.1020694 and parameters: {'depth': 4, 'learning_rate': 0.09474888433509372, 'iterations': 610, 'l2_leaf_reg': 1.6165382521294898}. Best is trial 43 with value: 521935260.5157697.\n",
      "[I 2024-09-24 14:35:20,936] Trial 45 finished with value: 549659741.1158134 and parameters: {'depth': 6, 'learning_rate': 0.09415615309251374, 'iterations': 774, 'l2_leaf_reg': 1.2660815342749518}. Best is trial 43 with value: 521935260.5157697.\n",
      "[I 2024-09-24 14:35:25,051] Trial 46 finished with value: 579126104.5947121 and parameters: {'depth': 4, 'learning_rate': 0.09034145537445643, 'iterations': 992, 'l2_leaf_reg': 2.236237428275958}. Best is trial 43 with value: 521935260.5157697.\n",
      "[I 2024-09-24 14:35:32,480] Trial 47 finished with value: 837296556.2884859 and parameters: {'depth': 7, 'learning_rate': 0.06337999995054124, 'iterations': 851, 'l2_leaf_reg': 4.149477572100647}. Best is trial 43 with value: 521935260.5157697.\n",
      "[I 2024-09-24 14:35:49,150] Trial 48 finished with value: 1122310207.5311992 and parameters: {'depth': 9, 'learning_rate': 0.05374028869198078, 'iterations': 697, 'l2_leaf_reg': 5.258881297786934}. Best is trial 43 with value: 521935260.5157697.\n",
      "[I 2024-09-24 14:35:56,612] Trial 49 finished with value: 845013647.5125126 and parameters: {'depth': 7, 'learning_rate': 0.06595958490687959, 'iterations': 838, 'l2_leaf_reg': 4.123164213476867}. Best is trial 43 with value: 521935260.5157697.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "最佳参数组合： {'depth': 6, 'learning_rate': 0.07845708441095978, 'iterations': 853, 'l2_leaf_reg': 1.1153132597562356}\n",
      "最佳得分： 521935260.5157697\n"
     ]
    }
   ],
   "execution_count": 38
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:35:56.669765Z",
     "start_time": "2024-09-24T06:35:56.627751Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# 可视化优化过程\n",
    "plt.figure(figsize=(12, 6))\n",
    "fig1 = vis.plot_optimization_history(study_catboost)\n",
    "fig1.show()"
   ],
   "id": "cdabaad86c9b2881",
   "outputs": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1200x600 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 39
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:36:03.247340Z",
     "start_time": "2024-09-24T06:35:56.674437Z"
    }
   },
   "cell_type": "code",
   "source": [
    "from catboost import CatBoostRegressor\n",
    "\n",
    "# 创建CatBoost模型\n",
    "catboost_model = CatBoostRegressor(**best_params_catboost, random_state=42, loss_function='RMSE')\n",
    "\n",
    "# 训练模型\n",
    "catboost_model.fit(X_train, y_train)\n",
    "\n",
    "# 进行预测\n",
    "train_predictions = catboost_model.predict(X_train)\n",
    "catboost_predictions = catboost_model.predict(X_test)\n",
    "\n",
    "model_evaluate(y_train, train_predictions, y_test, catboost_predictions, '../img/CatBoost回归效果_优化后.png')"
   ],
   "id": "f8e22c6f775dfd92",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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      "816:\tlearn: 8528.2332247\ttotal: 2.33s\tremaining: 103ms\n",
      "817:\tlearn: 8522.3673966\ttotal: 2.34s\tremaining: 100ms\n",
      "818:\tlearn: 8514.8562744\ttotal: 2.34s\tremaining: 97.3ms\n",
      "819:\tlearn: 8509.2650852\ttotal: 2.35s\tremaining: 94.4ms\n",
      "820:\tlearn: 8506.4589001\ttotal: 2.35s\tremaining: 91.5ms\n",
      "821:\tlearn: 8498.8665336\ttotal: 2.35s\tremaining: 88.6ms\n",
      "822:\tlearn: 8489.8533603\ttotal: 2.35s\tremaining: 85.7ms\n",
      "823:\tlearn: 8485.0612348\ttotal: 2.35s\tremaining: 82.9ms\n",
      "824:\tlearn: 8483.0057031\ttotal: 2.36s\tremaining: 80.1ms\n",
      "825:\tlearn: 8477.5730342\ttotal: 2.36s\tremaining: 77.2ms\n",
      "826:\tlearn: 8472.0341216\ttotal: 2.37s\tremaining: 74.4ms\n",
      "827:\tlearn: 8465.8375704\ttotal: 2.37s\tremaining: 71.5ms\n",
      "828:\tlearn: 8459.8903551\ttotal: 2.37s\tremaining: 68.6ms\n",
      "829:\tlearn: 8452.6191588\ttotal: 2.37s\tremaining: 65.8ms\n",
      "830:\tlearn: 8445.5579527\ttotal: 2.38s\tremaining: 62.9ms\n",
      "831:\tlearn: 8438.9286213\ttotal: 2.38s\tremaining: 60.1ms\n",
      "832:\tlearn: 8434.0977844\ttotal: 2.39s\tremaining: 57.4ms\n",
      "833:\tlearn: 8425.4594660\ttotal: 2.39s\tremaining: 54.5ms\n",
      "834:\tlearn: 8418.5202229\ttotal: 2.4s\tremaining: 51.7ms\n",
      "835:\tlearn: 8413.9439977\ttotal: 2.4s\tremaining: 48.9ms\n",
      "836:\tlearn: 8404.1950190\ttotal: 2.41s\tremaining: 46ms\n",
      "837:\tlearn: 8398.8137005\ttotal: 2.41s\tremaining: 43.1ms\n",
      "838:\tlearn: 8393.2968361\ttotal: 2.41s\tremaining: 40.3ms\n",
      "839:\tlearn: 8387.2926927\ttotal: 2.42s\tremaining: 37.4ms\n",
      "840:\tlearn: 8382.4805715\ttotal: 2.42s\tremaining: 34.5ms\n",
      "841:\tlearn: 8375.7979749\ttotal: 2.42s\tremaining: 31.7ms\n",
      "842:\tlearn: 8369.8685304\ttotal: 2.42s\tremaining: 28.8ms\n",
      "843:\tlearn: 8360.7603509\ttotal: 2.43s\tremaining: 25.9ms\n",
      "844:\tlearn: 8355.5509941\ttotal: 2.43s\tremaining: 23ms\n",
      "845:\tlearn: 8351.3250421\ttotal: 2.44s\tremaining: 20.2ms\n",
      "846:\tlearn: 8344.8479382\ttotal: 2.44s\tremaining: 17.3ms\n",
      "847:\tlearn: 8337.1574682\ttotal: 2.44s\tremaining: 14.4ms\n",
      "848:\tlearn: 8330.8143465\ttotal: 2.45s\tremaining: 11.5ms\n",
      "849:\tlearn: 8323.9940132\ttotal: 2.45s\tremaining: 8.64ms\n",
      "850:\tlearn: 8318.5616599\ttotal: 2.45s\tremaining: 5.76ms\n",
      "851:\tlearn: 8315.1478912\ttotal: 2.45s\tremaining: 2.88ms\n",
      "852:\tlearn: 8309.0850275\ttotal: 2.46s\tremaining: 0us\n",
      "训练集性能：\n",
      "MSE: 69040894.49872032\n",
      "RMSE: 8309.085057858074\n",
      "MAE: 5218.504770608998\n",
      "R^2: 0.9995064697806755\n",
      "测试集性能：\n",
      "MSE: 472782064.6290592\n",
      "RMSE: 21743.552254152477\n",
      "MAE: 8947.590716601988\n",
      "R^2: 0.9968627839237135\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ],
      "image/png": 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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 40
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:38:06.159905Z",
     "start_time": "2024-09-24T06:36:03.251253Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# 超参数优化\n",
    "import optuna\n",
    "import optuna.visualization as vis\n",
    "from sklearn.model_selection import cross_val_score\n",
    "from xgboost import XGBRegressor\n",
    "\n",
    "def objective(trial):\n",
    "    # 试验参数范围\n",
    "    param = {\n",
    "        'max_depth': trial.suggest_int('max_depth', 3, 10),\n",
    "        'learning_rate': trial.suggest_float('learning_rate', 0.01, 0.1),\n",
    "        'n_estimators': trial.suggest_int('n_estimators', 200, 1000),\n",
    "        'reg_lambda': trial.suggest_float('reg_lambda', 1, 10)\n",
    "    }\n",
    "\n",
    "    # 初始化XGBoost模型\n",
    "    xgb_model = XGBRegressor(**param, random_state=42, objective='reg:squarederror')\n",
    "\n",
    "    # 交叉验证得分\n",
    "    score = cross_val_score(xgb_model, X_train, y_train, cv=3, scoring='neg_mean_squared_error')\n",
    "\n",
    "    # 返回平均误差\n",
    "    return -score.mean()\n",
    "\n",
    "# 超参数优化\n",
    "# study_xgboost = optuna.create_study(direction='minimize')\n",
    "study_xgboost = optuna.create_study(sampler=optuna.samplers.CmaEsSampler(), direction='minimize')\n",
    "study_xgboost.optimize(objective, n_trials=50)\n",
    "\n",
    "# 获取最佳参数\n",
    "best_params_xgboost = study_xgboost.best_trial.params\n",
    "best_value_xgboost = study_xgboost.best_trial.value\n",
    "\n",
    "print(\"最佳参数组合：\", best_params_xgboost)\n",
    "print(\"最佳得分：\", best_value_xgboost)\n"
   ],
   "id": "8dc83e8959b7de5f",
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[I 2024-09-24 14:36:03,261] A new study created in memory with name: no-name-3f87be56-b462-45f2-9752-fa0ab3604be7\n",
      "[I 2024-09-24 14:36:09,348] Trial 0 finished with value: 2239241501.0976863 and parameters: {'max_depth': 10, 'learning_rate': 0.02388527948411307, 'n_estimators': 453, 'reg_lambda': 5.376867776372525}. Best is trial 0 with value: 2239241501.0976863.\n",
      "[I 2024-09-24 14:36:12,006] Trial 1 finished with value: 1443735090.159518 and parameters: {'max_depth': 6, 'learning_rate': 0.0503237531061318, 'n_estimators': 589, 'reg_lambda': 6.815369428342483}. Best is trial 1 with value: 1443735090.159518.\n",
      "[I 2024-09-24 14:36:14,797] Trial 2 finished with value: 1147647714.882047 and parameters: {'max_depth': 5, 'learning_rate': 0.06182383541823846, 'n_estimators': 789, 'reg_lambda': 7.325035267491731}. Best is trial 2 with value: 1147647714.882047.\n",
      "[I 2024-09-24 14:36:17,254] Trial 3 finished with value: 1063735060.8866544 and parameters: {'max_depth': 5, 'learning_rate': 0.05744726235672225, 'n_estimators': 827, 'reg_lambda': 3.5741377850738822}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:20,237] Trial 4 finished with value: 1214868211.8493593 and parameters: {'max_depth': 5, 'learning_rate': 0.04551619350302292, 'n_estimators': 803, 'reg_lambda': 6.521598196302474}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:23,265] Trial 5 finished with value: 1307696738.8303092 and parameters: {'max_depth': 6, 'learning_rate': 0.0812660373578169, 'n_estimators': 666, 'reg_lambda': 6.12998447734157}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:31,725] Trial 6 finished with value: 1944145361.9214413 and parameters: {'max_depth': 9, 'learning_rate': 0.05213947784782113, 'n_estimators': 902, 'reg_lambda': 6.524996590151488}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:34,941] Trial 7 finished with value: 1313137653.8682435 and parameters: {'max_depth': 6, 'learning_rate': 0.07228262248787616, 'n_estimators': 581, 'reg_lambda': 5.753587282059781}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:37,796] Trial 8 finished with value: 1365923202.3545578 and parameters: {'max_depth': 6, 'learning_rate': 0.06858704743537773, 'n_estimators': 591, 'reg_lambda': 7.372125064245849}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:41,290] Trial 9 finished with value: 2276128102.3711586 and parameters: {'max_depth': 8, 'learning_rate': 0.03806898986739153, 'n_estimators': 226, 'reg_lambda': 6.702992593529428}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:45,687] Trial 10 finished with value: 1081340525.3006694 and parameters: {'max_depth': 5, 'learning_rate': 0.049653190311726395, 'n_estimators': 962, 'reg_lambda': 5.5394705278114955}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:48,392] Trial 11 finished with value: 1134053452.4336812 and parameters: {'max_depth': 4, 'learning_rate': 0.05478946178890448, 'n_estimators': 895, 'reg_lambda': 6.780030114285799}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:51,012] Trial 12 finished with value: 1245087426.179246 and parameters: {'max_depth': 4, 'learning_rate': 0.04902382034843583, 'n_estimators': 899, 'reg_lambda': 7.721665031304751}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:52,918] Trial 13 finished with value: 1601702802.2701304 and parameters: {'max_depth': 3, 'learning_rate': 0.04834234490151079, 'n_estimators': 935, 'reg_lambda': 4.723392604273888}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:56,584] Trial 14 finished with value: 1347286859.3731425 and parameters: {'max_depth': 6, 'learning_rate': 0.05908503044059877, 'n_estimators': 748, 'reg_lambda': 6.6950661752895595}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:36:58,626] Trial 15 finished with value: 1172480336.1508067 and parameters: {'max_depth': 4, 'learning_rate': 0.054151674454948784, 'n_estimators': 658, 'reg_lambda': 2.6198464229244287}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:01,466] Trial 16 finished with value: 1449504116.3657618 and parameters: {'max_depth': 6, 'learning_rate': 0.03772315725370363, 'n_estimators': 703, 'reg_lambda': 4.914830678300284}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:05,634] Trial 17 finished with value: 1506036417.3904293 and parameters: {'max_depth': 7, 'learning_rate': 0.06495431591893389, 'n_estimators': 793, 'reg_lambda': 5.206014035157622}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:08,074] Trial 18 finished with value: 1323578678.840091 and parameters: {'max_depth': 5, 'learning_rate': 0.03435065001513426, 'n_estimators': 732, 'reg_lambda': 5.29506402737764}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:10,873] Trial 19 finished with value: 1338899934.4447236 and parameters: {'max_depth': 6, 'learning_rate': 0.061889240082714236, 'n_estimators': 737, 'reg_lambda': 4.804404345355803}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:12,897] Trial 20 finished with value: 1147675694.2666986 and parameters: {'max_depth': 4, 'learning_rate': 0.05549844001049745, 'n_estimators': 870, 'reg_lambda': 5.417241662819957}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:13,993] Trial 21 finished with value: 1247801375.0920792 and parameters: {'max_depth': 4, 'learning_rate': 0.0714003109777196, 'n_estimators': 463, 'reg_lambda': 2.8953272917810047}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:15,810] Trial 22 finished with value: 1442382404.9616845 and parameters: {'max_depth': 4, 'learning_rate': 0.03584901603279511, 'n_estimators': 796, 'reg_lambda': 5.117996150308548}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:17,398] Trial 23 finished with value: 1123043259.0755336 and parameters: {'max_depth': 4, 'learning_rate': 0.07183253566416126, 'n_estimators': 689, 'reg_lambda': 4.489207762490615}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:20,917] Trial 24 finished with value: 1531385175.376631 and parameters: {'max_depth': 6, 'learning_rate': 0.022795885903357967, 'n_estimators': 953, 'reg_lambda': 5.3377894809431226}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:22,665] Trial 25 finished with value: 1210708246.7705529 and parameters: {'max_depth': 5, 'learning_rate': 0.06170608392743108, 'n_estimators': 604, 'reg_lambda': 6.3236705325752585}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:23,671] Trial 26 finished with value: 1701935920.1298552 and parameters: {'max_depth': 3, 'learning_rate': 0.0708455314970785, 'n_estimators': 540, 'reg_lambda': 2.7347872823760326}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:25,501] Trial 27 finished with value: 1064062475.0314184 and parameters: {'max_depth': 4, 'learning_rate': 0.07181511008517186, 'n_estimators': 820, 'reg_lambda': 5.754568531540427}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:26,738] Trial 28 finished with value: 1917179256.3707302 and parameters: {'max_depth': 3, 'learning_rate': 0.05055632239273012, 'n_estimators': 678, 'reg_lambda': 5.0552225060091756}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:28,733] Trial 29 finished with value: 1089279573.7124817 and parameters: {'max_depth': 5, 'learning_rate': 0.07137094609774586, 'n_estimators': 712, 'reg_lambda': 5.136085829513187}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:30,094] Trial 30 finished with value: 1359157349.330282 and parameters: {'max_depth': 3, 'learning_rate': 0.0810904924920118, 'n_estimators': 749, 'reg_lambda': 5.449634174739196}. Best is trial 3 with value: 1063735060.8866544.\n",
      "[I 2024-09-24 14:37:32,801] Trial 31 finished with value: 1027531540.1919426 and parameters: {'max_depth': 5, 'learning_rate': 0.04713886595451714, 'n_estimators': 954, 'reg_lambda': 2.387087848705068}. Best is trial 31 with value: 1027531540.1919426.\n",
      "[I 2024-09-24 14:37:34,382] Trial 32 finished with value: 1198610549.5142934 and parameters: {'max_depth': 4, 'learning_rate': 0.06397123343944112, 'n_estimators': 690, 'reg_lambda': 5.919540824395944}. Best is trial 31 with value: 1027531540.1919426.\n",
      "[I 2024-09-24 14:37:36,191] Trial 33 finished with value: 1127453576.5368626 and parameters: {'max_depth': 4, 'learning_rate': 0.06467778992726424, 'n_estimators': 778, 'reg_lambda': 5.430807390059093}. Best is trial 31 with value: 1027531540.1919426.\n",
      "[I 2024-09-24 14:37:37,811] Trial 34 finished with value: 1099857634.6075733 and parameters: {'max_depth': 4, 'learning_rate': 0.0785900253182598, 'n_estimators': 697, 'reg_lambda': 5.348562606200772}. Best is trial 31 with value: 1027531540.1919426.\n",
      "[I 2024-09-24 14:37:40,689] Trial 35 finished with value: 1410119710.6334128 and parameters: {'max_depth': 6, 'learning_rate': 0.045951819800029686, 'n_estimators': 781, 'reg_lambda': 6.524981610070581}. Best is trial 31 with value: 1027531540.1919426.\n",
      "[I 2024-09-24 14:37:42,845] Trial 36 finished with value: 1094843566.039038 and parameters: {'max_depth': 4, 'learning_rate': 0.05516301835033505, 'n_estimators': 977, 'reg_lambda': 4.422846674100613}. Best is trial 31 with value: 1027531540.1919426.\n",
      "[I 2024-09-24 14:37:44,963] Trial 37 finished with value: 1042927927.8388478 and parameters: {'max_depth': 5, 'learning_rate': 0.0628723097185627, 'n_estimators': 745, 'reg_lambda': 3.970548082934851}. Best is trial 31 with value: 1027531540.1919426.\n",
      "[I 2024-09-24 14:37:47,750] Trial 38 finished with value: 1014445120.456571 and parameters: {'max_depth': 5, 'learning_rate': 0.055494078159867545, 'n_estimators': 973, 'reg_lambda': 4.156418042922203}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:37:50,372] Trial 39 finished with value: 1019991720.000178 and parameters: {'max_depth': 5, 'learning_rate': 0.07220050957609365, 'n_estimators': 748, 'reg_lambda': 3.9636670429859984}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:37:51,827] Trial 40 finished with value: 1104701292.2119808 and parameters: {'max_depth': 3, 'learning_rate': 0.08160092879229609, 'n_estimators': 956, 'reg_lambda': 4.042307715288429}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:37:53,281] Trial 41 finished with value: 1172757263.6020856 and parameters: {'max_depth': 4, 'learning_rate': 0.05107065813539161, 'n_estimators': 895, 'reg_lambda': 5.598340632869447}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:37:54,692] Trial 42 finished with value: 1017022471.320034 and parameters: {'max_depth': 4, 'learning_rate': 0.06921056529792981, 'n_estimators': 878, 'reg_lambda': 4.028978980939765}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:37:56,441] Trial 43 finished with value: 1047452371.8638729 and parameters: {'max_depth': 5, 'learning_rate': 0.07249475697583854, 'n_estimators': 846, 'reg_lambda': 4.152954987555605}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:37:57,946] Trial 44 finished with value: 1281535769.0480824 and parameters: {'max_depth': 4, 'learning_rate': 0.03367705166849434, 'n_estimators': 915, 'reg_lambda': 2.9527490113002117}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:37:59,029] Trial 45 finished with value: 1192514422.911156 and parameters: {'max_depth': 4, 'learning_rate': 0.06898287887019902, 'n_estimators': 655, 'reg_lambda': 6.57882578289807}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:37:59,867] Trial 46 finished with value: 1854241119.429303 and parameters: {'max_depth': 3, 'learning_rate': 0.055554321087079174, 'n_estimators': 627, 'reg_lambda': 3.7651703504789493}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:38:02,405] Trial 47 finished with value: 1278403964.5728557 and parameters: {'max_depth': 6, 'learning_rate': 0.05725355769066694, 'n_estimators': 943, 'reg_lambda': 3.5426278021888855}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:38:04,637] Trial 48 finished with value: 1558106607.0474913 and parameters: {'max_depth': 7, 'learning_rate': 0.05732722709252396, 'n_estimators': 613, 'reg_lambda': 4.79035489635802}. Best is trial 38 with value: 1014445120.456571.\n",
      "[I 2024-09-24 14:38:06,154] Trial 49 finished with value: 1008083542.7544347 and parameters: {'max_depth': 5, 'learning_rate': 0.07480643605937726, 'n_estimators': 733, 'reg_lambda': 3.0542420386647122}. Best is trial 49 with value: 1008083542.7544347.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "最佳参数组合： {'max_depth': 5, 'learning_rate': 0.07480643605937726, 'n_estimators': 733, 'reg_lambda': 3.0542420386647122}\n",
      "最佳得分： 1008083542.7544347\n"
     ]
    }
   ],
   "execution_count": 41
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:38:06.206766Z",
     "start_time": "2024-09-24T06:38:06.162326Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# 可视化优化过程\n",
    "plt.figure(figsize=(12, 6))\n",
    "fig2 = vis.plot_optimization_history(study_xgboost)\n",
    "fig2.show()"
   ],
   "id": "549797be58a60a41",
   "outputs": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1200x600 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 42
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:38:09.483175Z",
     "start_time": "2024-09-24T06:38:06.209925Z"
    }
   },
   "cell_type": "code",
   "source": [
    "import xgboost as xgb\n",
    "\n",
    "# 创建XGBoost模型\n",
    "xgb_model = xgb.XGBRegressor(objective='reg:squarederror', random_state=42, **best_params_xgboost)\n",
    "\n",
    "# 训练模型\n",
    "xgb_model.fit(X_train, y_train)\n",
    "\n",
    "# 进行预测\n",
    "train_predictions = xgb_model.predict(X_train)\n",
    "xgb_predictions = xgb_model.predict(X_test)\n",
    "\n",
    "model_evaluate(y_train, train_predictions, y_test, xgb_predictions, '../img/XGBoost回归效果_优化后.png')"
   ],
   "id": "15c73fab846f1813",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "训练集性能：\n",
      "MSE: 61352643.621828325\n",
      "RMSE: 7832.792836646985\n",
      "MAE: 4539.998210120032\n",
      "R^2: 0.9995614282827204\n",
      "测试集性能：\n",
      "MSE: 645830386.3792543\n",
      "RMSE: 25413.19315590338\n",
      "MAE: 10002.12802760741\n",
      "R^2: 0.9957144959119949\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1500x500 with 3 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 43
  },
  {
   "metadata": {},
   "cell_type": "code",
   "execution_count": 44,
   "source": [
    "# from catboost import CatBoostRegressor\n",
    "# \n",
    "# best_params_catboost = {'depth': 6, 'learning_rate': 0.0874201165313381, 'iterations': 632, 'l2_leaf_reg': 1.0750963638520197}\n",
    "# \n",
    "# \n",
    "# # 创建CatBoost模型\n",
    "# catboost_model = CatBoostRegressor(**best_params_catboost, random_state=42, loss_function='RMSE')\n",
    "# \n",
    "# # 训练模型\n",
    "# catboost_model.fit(X_train, y_train)\n",
    "# \n",
    "# # 进行预测\n",
    "# train_predictions = catboost_model.predict(X_train)\n",
    "# catboost_predictions = catboost_model.predict(X_test)\n",
    "# \n",
    "# model_evaluate(y_train, train_predictions, y_test, catboost_predictions, '../img/CatBoost回归效果_优化后.png')\n",
    "# \n"
   ],
   "id": "14b41b274c9a6846",
   "outputs": []
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-09-24T06:38:09.514302Z",
     "start_time": "2024-09-24T06:38:09.509294Z"
    }
   },
   "cell_type": "code",
   "source": "",
   "id": "12c11ce5445e4061",
   "outputs": [],
   "execution_count": 44
  }
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